tag:blogger.com,1999:blog-10299446149677062872024-02-07T19:41:43.278+00:00#soil #water #phosphorus phil haygarth, lancaster universityKit and Juleshttp://www.blogger.com/profile/08961724236024355384noreply@blogger.comBlogger186125tag:blogger.com,1999:blog-1029944614967706287.post-49885927169899229332020-05-28T10:36:00.002+01:002020-05-28T11:03:27.026+01:00Defra Phosphorus Webinair Haygarth and Withers, May 2020<div>Today it is my pleasure to be speaking to the UK Government Defra team on 'Phosphorus' as part of a joint platform shared with my colleague Paul Withers. Paul started his career a ADAS in the earlier days when I was at IGER (now Rothamsted North Wyke). As a nice refletion of a long journey we are both now Professors at Lancaster University, together. <br /></div><div><p class="MsoNormal" style="-moz-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "calibri", sans-serif; font-size: 11pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0cm 0cm 0.0001pt; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><img alt="Paul Withers" height="269" itemprop="image" src="https://www.lancaster.ac.uk/images/people/10572.jpg" width="214" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEXdZb6-0odA2sP4wit2PjmM9ycrcFin3VtCwIPqYpyk-qnuV9XP_Svw3XOesZdXPPGb_0cLjSJaY4a_orJBAqs2Y1RVXZF2xOPJx7I0Rice1mTicj5sFOtbqNNzFzEmkYg3kjgsUJMpl4/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="487" data-original-width="482" height="245" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEXdZb6-0odA2sP4wit2PjmM9ycrcFin3VtCwIPqYpyk-qnuV9XP_Svw3XOesZdXPPGb_0cLjSJaY4a_orJBAqs2Y1RVXZF2xOPJx7I0Rice1mTicj5sFOtbqNNzFzEmkYg3kjgsUJMpl4/s320/Screenshot+2020-05-28+at+10.42.11.png" width="243" /></a></p><br /><p class="MsoNormal" style="-moz-text-size-adjust: auto; -webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "calibri", sans-serif; font-size: 11pt; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; margin: 0cm 0cm 0.0001pt; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></p>It is a pleasure to be workng alongside Paul (left), we have come a long road together, it is nearly 30 years since we both started work on phosphrous together. <span style="color: black; font-size: 12pt;">We have worked together on phosphorus for MAFF and Defra since the early 1990s, both national coordinators for the MAFF then Defra National Phosphorus Research Programs. <br /></span></div><div><span style="color: black; font-size: 12pt;"><br /></span></div><div><span style="color: black; font-size: 12pt;"><a href=" https://www.youtube.com/watch?v=8Ia_KKj-UN" target="_blank">Recenly Paul and Phil were involved in a fun and useful short film about phosphorus</a>:<br /></span></div><span style="color: black; font-size: 12pt;"></span><br /><div><span style="color: black; font-size: 12pt;">Other links:<br /></span></div><div><span style="color: black; font-size: 12pt;"><br /></span></div><div><span style="color: black; font-size: 12pt;"><a href="https://www.lancaster.ac.uk/lec/about-us/people/paul-withers2" target="_blank">Paul at Lancaster</a><br /></span></div><div><span style="color: black; font-size: 12pt;"><a href="http://wp.lancs.ac.uk/rephokus/" target="_blank">Paul's RePhoKUS Project</a><br /></span></div><div><span style="color: black; font-size: 12pt;"><br /></span></div><div><span style="color: black; font-size: 12pt;"><a href="https://www.lancaster.ac.uk/lec/about-us/people/philip-haygarth" target="_blank">Phil at Lancaster</a><br /></span></div><div><span style="color: black; font-size: 12pt;"><a href="https://soundcloud.com/geofft-1/phosphorus" target="_blank">Phil's Tansley podcast on P</a><br /></span></div><div><span style="color: black; font-size: 12pt;"><a href="https://landwaterblog.blogspot.com/2017/08/an-uncertain-future-major-agricultural.html" target="_blank">Phil's team's work on P and climate change from the Demonstration Test Catchments</a><br /></span></div><div><span style="color: black; font-size: 12pt;"></span><br /></div><div><br /></div>The Haygarth Familyhttp://www.blogger.com/profile/09776399612426268443noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-41887136486147782552020-04-23T16:46:00.005+01:002020-04-23T16:53:02.367+01:00Virtual EGU Phosphorus Session Information #PhosphorusEGU20 #shareEGU20 <div class="MsoNormal">
I am pleased to share the information about the 2020 EGU Phosphorus Session below - please share<br />
regards<br />
Phil<br />
<br />
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<br />
We are looking forward to hosting our EGU Phosphorus session
online:</div>
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(<a href="https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fmeetingorganizer.copernicus.org%2FEGU2020%2Fdisplays%2F35258&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C637232520050365136&amp;sdata=OI3PLoWonuOsG9l9msLmjSUHvgAnH2R04VmZhk6sci8%3D&amp;reserved=0" title="https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fmeetingorganizer.copernicus.org%2FEGU2020%2Fdisplays%2F35258&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C">https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fmeetingorganizer.copernicus.org%2FEGU2020%2Fdisplays%2F35258&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C637232520050365136&amp;sdata=OI3PLoWonuOsG9l9msLmjSUHvgAnH2R04VmZhk6sci8%3D&amp;reserved=0</a>) </div>
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to provide a stimulating session covering the 25 abstracts submitted.</div>
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We want to offer two exciting ways that will help you to get
the best profile from your work and bring combined messages to the community
even though we can’t all meet personally in Vienna.</div>
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<br /></div>
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What we are offering:</div>
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<br /></div>
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1). We are offering an online audio-visual discussion using
Zoom (09.30 to 10.30 CET Tues 5th May) running immediately prior to the
official EGU session. This consists of (i) an introduction to the P system of
crop production, environmental cycling and recycling-recovery that we address,
(ii) a keynote summary presentation (Prof. P. Haygarth, Lancaster Uni, UK) and
(iii) a structured group discussion and preparation for the official EGU session.</div>
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2). The official EGU online session (10.45 to 12.30 CET Tues
5th May). This online chat discussion session will aim to give
profile to the summaries of all the uploaded materials. These presentations are
available for the audience to have looked at more fully prior to our events.</div>
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What we would like you to do:</div>
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• All abstract authors
please submit a file (see guidance: <a href="https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fegu2020.eu%2Fsharing_geoscience_online%2Fpresentation_upload_recipe.html&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C637232520050365136&amp;sdata=ZaX9ueVu6%2F0c%2BvF1mT%2FKak0lFKmd18bUwEGZG6Yzrzc%3D&amp;reserved=0" title="https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fegu2020.eu%2Fsharing_geoscience_online%2Fpresentation_upload_recipe.html&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164">https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fegu2020.eu%2Fsharing_geoscience_online%2Fpresentation_upload_recipe.html&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C637232520050365136&amp;sdata=ZaX9ueVu6%2F0c%2BvF1mT%2FKak0lFKmd18bUwEGZG6Yzrzc%3D&amp;reserved=0</a>)
onto the EGU platform where it will be available to view until end of May. We
would encourage that you make the best use of brevity and clear messages to
increase impact of your file. Ideally short PowerPoint or video files
accompanied by speaking help make the presentation material come alive. PLEASE,
give a first slide (or first part) to your presentation with an overall
take-home, one sentence message. This summary page may be accompanied with one
image (like a graphical abstract). We hope to use summaries during the official
session as we convene the discussion (at the very least we will transfer the
text of each take-home message into the session).</div>
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• Please upload the
files to the EGU pages (<a href="https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fmeetingorganizer.copernicus.org%2FEGU2020%2Fdisplays%2F35258&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C637232520050365136&amp;sdata=OI3PLoWonuOsG9l9msLmjSUHvgAnH2R04VmZhk6sci8%3D&amp;reserved=0" title="https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fmeetingorganizer.copernicus.org%2FEGU2020%2Fdisplays%2F35258&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C">https://eur02.safelinks.protection.outlook.com/?url=https%3A%2F%2Fmeetingorganizer.copernicus.org%2FEGU2020%2Fdisplays%2F35258&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C637232520050365136&amp;sdata=OI3PLoWonuOsG9l9msLmjSUHvgAnH2R04VmZhk6sci8%3D&amp;reserved=0</a>)
by end of Wed 29th April</div>
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<br /></div>
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• Register for an invitation
to the Zoom session by sending an email to: <a href="mailto:tom.jilbert@helsinki.fi">tom.jilbert@helsinki.fi</a>. This will
allow us to manage the participation. We would like attendence to be open more
widely, so if you have colleagues interested, please ask them also to register
for Zoom session participation.</div>
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<br /></div>
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• Please promote with
your contacts and social media using #PhosphorusEGU20
#shareEGU20. Details and updates on the arrangements of this session
will also be posted at <a href="https://eur02.safelinks.protection.outlook.com/?url=http%3A%2F%2Flandwaterblog.blogspot.com%2F&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C637232520050365136&amp;sdata=hHX%2FFj%2FWAnJ7g6yEb%2BwhxQ24B0Ygij0HPaaAhGKgtsU%3D&amp;reserved=0" title="https://eur02.safelinks.protection.outlook.com/?url=http%3A%2F%2Flandwaterblog.blogspot.com%2F&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C637232520050365136&amp;sdata=hHX">https://eur02.safelinks.protection.outlook.com/?url=http%3A%2F%2Flandwaterblog.blogspot.com%2F&amp;data=02%7C01%7Cp.haygarth%40lancaster.ac.uk%7C48beb9e9ef39461dccdc08d7e799cbec%7C9c9bcd11977a4e9ca9a0bc734090164a%7C0%7C1%7C637232520050365136&amp;sdata=hHX%2FFj%2FWAnJ7g6yEb%2BwhxQ24B0Ygij0HPaaAhGKgtsU%3D&amp;reserved=0</a></div>
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We are looking forward to bringing a great discussion
drawing on your materials from around the world.</div>
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<br /></div>
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Best wishes from the convener team,</div>
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Marc Stutter</div>
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Andreas Voegelin</div>
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Sylvia Walter</div>
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Thilo Behrends<br />
<br />
****************************************************************************************** </div>
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{page:WordSection1;}</style>Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-32816414058528662182020-03-19T15:49:00.001+00:002020-03-19T15:51:13.262+00:00Coronavirus Update - NO Alternative Organic Phosphorus Workshop in September
A group of us met and decided that in the light of latest and developments with the coronavirus that we are not going ahead with this in September.
We did, however, agree to keep alive the possibility of a similar interim event, to be considered whenever there is more clarity, and we will keep in touch if this option emerges. We also agreed to try to make sure that, notwithstanding, a more substantial Organic P Workshop in 2021+ does happen for the community. This call is initially with the Swedes, and if not them, it will be passed on. We will keep in touch whatever.
What a difference a week makes…..sorry for the false hope, and stay safe folks,
Phil Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-16900239642087467562020-03-13T15:27:00.000+00:002020-03-13T15:27:05.958+00:00Register of Interest - Alternative Organic Phosphorus Workshop 2020?
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<span style="font-size: 11.0pt;">Dear Colleagues,</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 11.0pt;">Register of Interest and Hold the Date - Alternative Organic Phosphorus Workshop 2020?</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 11.0pt;">As you are aware, the
Organic Phosphorus 2020 meeting scheduled to be held in Sweden in September has
been cancelled. Having consulted with our Swedish colleagues, we are exploring
the possibility of hosting an alternative workshop in Lancaster, UK.<span style="mso-spacerun: yes;"> </span>Given the relatively short notice, this would
be a scaled-down and simpler version of the original meeting, with the aim of
bringing together those in the discipline to exchange research findings and
discuss ideas for future work.<span style="mso-spacerun: yes;"> </span>It looks
like we have capacity for maximum of 60.<span style="mso-spacerun: yes;">
</span>We are in the early stages of forming a small organizing group with
colleagues from Lancaster University and Sweden.</span></div>
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<br /></div>
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<span style="font-size: 11.0pt;">Many of you had already
submitted an abstract for the Sweden meeting, and we are aware of others who
were planning to submit something but didn’t due to the cancellation. At this
stage, could you indicate by return email whether you would be interested in
attending and presenting at a meeting in Lancaster, the northwest of England
during the week of 6 September (the same dates of the original meeting)? </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 11.0pt;">Please use the email
address </span><a href="mailto:a.soltangheisi@lancaster.ac.uk" target="_blank"><span style="color: #2f5597; font-size: 11.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #2F5597; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: accent1; mso-themecolor: accent1; mso-themeshade: 191;">a.soltangheisi@lancaster.ac.uk</span></a><span style="font-size: 11.0pt;"> to register interest by 18th March 2020.<span style="mso-spacerun: yes;"> </span>Once we have this indication of numbers, we
aim to make a firmer announcement by the end of March.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-size: 11.0pt;">Of course, this is all
coronavirus permitting!</span></div>
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<br /></div>
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<span style="font-size: 11.0pt;">With best regards,</span></div>
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<br /></div>
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<i><span style="font-size: 11.0pt;">Phil Haygarth
(Lancaster University) </span></i></div>
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<i><span style="font-size: 11.0pt;">Ben Turner (Smithsonian
Tropical Research Institute)</span></i></div>
<style>
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{page:WordSection1;}</style>Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-84126738621474943282020-01-19T20:11:00.003+00:002020-01-19T20:11:32.144+00:00Life Beyond The STARS! A Forward Look to the STARS 2020 Annual Conference<span lang="EN-US">Exciting! It is the eve before the STARS Annual Conference and it <span style="mso-spacerun: yes;"></span>promises to be a special meeting. We will have the pleasure
of marking the graduation of some of our early cohort STARS students who are
now starting to emerge from the work of the STARS CDT.<span style="mso-spacerun: yes;"> </span>Some are now starting to make their way out
of the CDT and into the wider world, to a life beyond the STARS!<span style="mso-spacerun: yes;"> </span>In order to mark the occasion, for the
annual meeting this year, the STARS students have chosen the topic <i>Soil
Science</i></span><br />
<div class="MsoNormal">
<i><span lang="EN-US">In Policy, Industry & The Media, </span></i><span lang="EN-US">attempting to give a much – needed recognition to the practical,
strategic and applied aspects to their training in the fields of soil science.<span style="mso-spacerun: yes;"> </span>This also has the hope of providing the
students with some ideas for future framing of their studies as they plan to
launch themselves – literally - beyond STARS and into the outside world.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">To deliver this vision the student team
have invited an array or inspirational visitors. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>We have
Jessica Bellarby from the Environment Agency Policy team, Vicky Robinson from
the Nuffield Farming Scholarships Trust and celebrity journalist Caz Graham to
provide role models and thoughts for where the discipline of soils may manifest
in the twists and turns of life outside of STARS.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">We are delighted to welcome Dan Evans
launching his role as the Legacy fellow to the delivery team, who will be
seeking your input.<span style="mso-spacerun: yes;"> </span>Dan is actually just
in the process of completing his own soils PhD as a member of STARS and will be
leading out his vision, with the students, to provide a legacy of the STARS CDT
that intends to exist long after the last student has graduated.<span style="mso-spacerun: yes;"> </span>One of the exciting examples of our legacy is
the recent completion of full-length professional soil documentary on soil
formation, that will be premiered at our event with Film Maker Roger Appleton
from Brightmoon Media.<span style="mso-spacerun: yes;"> </span>This is an aspect
of the program not to be missed! <span style="mso-spacerun: yes;"> </span>And we
also have (on request of the students) a fabulous </span><span style="mso-ansi-language: EN-GB;">5-piece Ceilidh band which also has roots in
Soils Science (I will leave you to find out the links yourself).<span style="mso-spacerun: yes;"> </span></span><span lang="EN-US"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">Thanks to the team of students who have
worked with us to pull together this program, and special thanks to the CDT
Administrator Olivia Lawrenson who has done such a great job in cementing
together the ideas and linking with the students and staff to deliver the
program. <span style="mso-spacerun: yes;"> </span></span><br />
<br />
<span lang="EN-US"><span style="mso-spacerun: yes;">The full link to the program and the activites can be found here </span></span><a href="http://www.starsoil.org.uk/files/2020/01/STARS-2020-conference-programme.pdf" target="_blank"><span lang="EN-US">Enjoy Life Beyond The Stars </span></a><br />
<span lang="EN-US">and remember to use <a href="https://twitter.com/hashtag/starsoil2020?src=hashtag_click" target="_blank">#STARsoil2020</a>!</span></div>
<div class="MsoNormal">
<br />
<span lang="EN-US">Best wishes,</span><br />
<br />
<span lang="EN-US">Phil </span></div>
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{page:WordSection1;}</style>Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-14152077247111531502020-01-10T17:43:00.003+00:002020-01-10T17:43:25.174+00:00#EGU2020 Phosphorus cycling: interdisciplinary results linking phosphorus and other element cyclesPlease consider submitting a talk to our #EGU2020 phosphorus session called <a href="https://meetingorganizer.copernicus.org/EGU2020/session/35259" target="_blank">Phosphorus cycling: interdisciplinary results linking phosphorus and other element cycles</a><span class="toggle-arrow"></span> the deadline is the 15th January!<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKi74abTOAfWQFvpgnGISXlnr9vDqFOU_4nheZqUuUywgP4NKR3_CnDpEbqqb23ULnTGvF2i4-rptOErTum2_GbHx1T_7tDIcwSNhojaubt02Ts4ArfWzVaMmwSGQ-8O1GOI7USgW9LxCE/s1600/EN6bDHGXUAEtBt-.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="333" data-original-width="484" height="275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKi74abTOAfWQFvpgnGISXlnr9vDqFOU_4nheZqUuUywgP4NKR3_CnDpEbqqb23ULnTGvF2i4-rptOErTum2_GbHx1T_7tDIcwSNhojaubt02Ts4ArfWzVaMmwSGQ-8O1GOI7USgW9LxCE/s400/EN6bDHGXUAEtBt-.jpg" width="400" /></a></div>
The full details of the prgram are:<br />
<br />
<div class="table-wrapper">
<div class="co_mto_programme-session-block mb-4" data-id="35259" data-pid="35259" data-position-id="35259|0">
<div class="co_mto_programme-session-block-number mb-0">
<b><span>BG1.8</span>
<span></span>
</b></div>
<b>
</b><div class="co_mto_programme-session-block-title link-coloured active">
<b>
Phosphorus cycling: interdisciplinary results linking phosphorus and other element cycles<span class="toggle-arrow"></span></b>
</div>
<b>
</b><div class="co_mto_programme-session-block-so">
<b> </b></div>
<div class="co_mto_programme-session-block-so">
Convener:
<nobr>Marc Stutter<a class="ml-1 co_publicUserDetails-Button text-shaded" data-target-node="".co_mto_programme-session-block[data-id=35259] .co_mto_programme-session-block-so"" data-target="c" data-u="1224191" href="https://meetingorganizer.copernicus.org/EGU2020/session/35259#" title="Public information on Marc Stutter"><span class="co-search"></span></a></nobr>
<span class="d-none d-lg-inline"> | </span>
Co-conveners:
<nobr>Phil Haygarth<a class="ml-1 co_publicUserDetails-Button text-shaded" data-target-node="".co_mto_programme-session-block[data-id=35259] .co_mto_programme-session-block-so"" data-target="c" data-u="6018161" href="https://meetingorganizer.copernicus.org/EGU2020/session/35259#" title="Public information on Phil Haygarth"><span class="co-search"></span></a>,</nobr>
<nobr>Tom Jilbert<a class="ml-1 co_publicUserDetails-Button text-shaded" data-target-node="".co_mto_programme-session-block[data-id=35259] .co_mto_programme-session-block-so"" data-target="c" data-u="5726201" href="https://meetingorganizer.copernicus.org/EGU2020/session/35259#" title="Public information on Tom Jilbert"><span class="co-search"></span></a>,</nobr>
<nobr>Federica Tamburini<a class="ml-1 co_publicUserDetails-Button text-shaded" data-target-node="".co_mto_programme-session-block[data-id=35259] .co_mto_programme-session-block-so"" data-target="c" data-u="3825641" href="https://meetingorganizer.copernicus.org/EGU2020/session/35259#" title="Public information on Federica Tamburini"><span class="co-search"></span></a></nobr>
</div>
<div class="co_mto_programme-session-block-links">
<a class="co_mto_loa-link-as so_login d-block d-md-inline" data-non-mobile-optimized="1" href="https://meetingorganizer.copernicus.org/EGU2020/abstractsubmission/35259">Click here for Abstract submission</a>
</div>
</div>
</div>
<br />
Phosphorus (P) is essential to life, and as a key limiting
nutrient, regulates productivity in terrestrial and aquatic systems.
Strong geochemical interactions between P and other elements control the
mobility and bioavailability of P in the environment, necessitating a
coupled understanding of element cycles influencing P. At the same time P
provides perhaps the most topical example of a critical resource
element whose use is currently inefficiently managed. Leakage of mined P
into the environment through a variety of processes (e.g. excess
chemical fertiliser usage, or effluent discharges) is responsible for
eutrophication and the acceleration of natural P cycling in terrestrial
and aquatic systems. This puts P at the forefront of environmental and
societal concerns and demands that our biogeochemical knowledge of P
cycling ought to be developed through interdisciplinary research. This
session aims to explore biogeochemical P cycling in the context of
benefitting ‘systems understanding’ spanning terrestrial and aquatic
compartments. <br />
Topics included should explore:<br />
• Links between P and wider element cycles, for example with other
macro- and micro- nutrients and controls of P availability through
geochemical parameters such as Fe;<br />
• P cycling studies that bring into focus the interplay of biotic and
abiotic controls within, and between, environmental compartments;<br />
• Drivers of change (climate, management, societal) acting on the coupling of P with other element cycles.<br />
• Processes, modelling and management against a background of the key
issues for: P release from soil to plants; P release from soil to water;
long term P supplies and the global P cycle.Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-90799902684862542752020-01-06T14:19:00.001+00:002020-01-06T14:19:50.468+00:00A new decade's (phosphorus) resolution....Happy New Year Folks. Welcome to the 20s (and the hidden phosphorus crisis).<br />
<br />
My new decade's resoultion is to try to raise phosphorus and climate change challenge up the global agenda, for too long now it has seemed like a burried or hidden issue, perhaps not as all pervading as the Thunberg-led Climate problem, or as visual as the <span>Attenborough-led plastics issue. Who can do this for phosphrous?</span><br />
<span><br /></span>
<span>Well I don't think I am the person who can do this and certainaly not alone, but as a small contribution here is a video that has just emerged from the Catchment Science 2019 conference that I attended in November.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/0LO4IqU8t_c/0.jpg" src="https://www.youtube.com/embed/0LO4IqU8t_c?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<span> </span>Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-2590003150959861172019-08-06T08:20:00.003+01:002019-08-06T08:20:25.423+01:00#Phosphorus350 Event - A Turning Point in Phosphorus Stewardship<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifzrXNdkEBSaOMEyUe_6FgLQmTUMzb-ys9_aS-cZPFi5tJ8esxyUkfIUM-HWTXZ5iOu3af9l35xR6PdQaiRPhhgCy23ju7Pmb8laqqwhVhKenZjzqOY2DdxhATaJbcNUFIGS5xaoR302oT/s1600/Screenshot+2019-08-06+at+08.16.08.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="645" data-original-width="855" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifzrXNdkEBSaOMEyUe_6FgLQmTUMzb-ys9_aS-cZPFi5tJ8esxyUkfIUM-HWTXZ5iOu3af9l35xR6PdQaiRPhhgCy23ju7Pmb8laqqwhVhKenZjzqOY2DdxhATaJbcNUFIGS5xaoR302oT/s400/Screenshot+2019-08-06+at+08.16.08.png" width="400" /></a></div>
<h3 class="label-primary">
Annoncing a special Phosphorus Workshop in Lancaster October 2019</h3>
<div class="js-xd-read-more-toggle-view read-more__toggle-view">
<div class="js-xd-read-more-contents l-mar-top-3" data-automation="listing-event-description">
<div class="MsoNormal">
The alchemist Hennig Brand accidentally <strong>discovered phosphorus 350 years ago</strong>,
in his unsuccessful quest for the Philosopher’s Stone. Phosphorus been
essential for supporting life on Earth but since its discovery human
society has become increasingly reliant and increasingly wasteful of
this finite resource. This symposium will explore different phosphorus
stories including its <strong>history</strong>, its essential role in <strong>food production</strong>, and impacts on <strong>water-quality</strong>. This event will provide a platform to discuss how society can improve phosphorus <strong>sustainability</strong> from both environmental and resource perspectives.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<strong>Can this be a turning point for phosphorus stewardship?</strong></div>
<div class="MsoNormal">
<strong>Keynote Speaker:</strong> Prof Jim Elser, University of Montana USA and Director and Founder of the Sustainable Phosphorus Alliance, USA</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
This event will start on the evening of the 8th
October with a public Café Scientifique event “Phosphorus stories: from a
quest for the Philosopher's Stone to a sustainable food future” at the <a href="https://www.lancaster.gov.uk/sites/the-storey" rel="nofollow noopener noreferrer" target="_blank">Storey Institute</a>
in Lancaster City Centre. Join us for complementary drinks and birthday
cake as we share phosphorus stories and debate how society can move
towards a sustainable phosphorus future. For catering purposes please
confirm your attendance at this part of the event during online
registration.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<strong>Café Scientifique</strong> (Tue 8th October 6:30-9 pm)</div>
<div class="MsoNormal">
<strong>Symposium Event</strong> (Wed 9th October starting at 8.45 am at <a href="https://englishlakes.co.uk/lancaster-house/" rel="nofollow noopener noreferrer" target="_blank">Lancaster House Hotel</a>)</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Pleaces are free but limited <a href="https://www.eventbrite.co.uk/e/phosphorus350-a-turning-point-in-phosphorus-stewardship-tickets-64119336662#tickets" target="_blank">so you need to register by clicking here! </a></div>
<hr />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span>Hotel rooms are available at the </span><a href="https://englishlakes.co.uk/lancaster-house/" rel="nofollow noopener noreferrer" target="_blank">Lancaster House Hotel</a><span> and on </span><a href="https://www.lancaster.ac.uk/conferences/spaces-facilities/facilities/guest-rooms" rel="nofollow noopener noreferrer" target="_blank">Lancaster University Campus</a>. <span>There is also accommodation in Lancaster city centre, which is a short bus or taxi ride away.</span></div>
<div class="MsoNormal">
This event is being organised and funded by the <a href="https://www.ceh.ac.uk/" rel="nofollow noopener noreferrer" target="_blank">Centre for Ecology and Hydrology</a>, <a href="http://n8agrifood.ac.uk/" rel="nofollow noopener noreferrer" target="_blank">N8 AgriFood</a> and <a href="https://www.lancaster.ac.uk/" rel="nofollow noopener noreferrer" target="_blank">Lancaster University</a>. <span>Organising
committee: Prof Phil Haygarth, Prof Helen Jarvie, Prof Ian Dodd, Dr
Bryan Spears, Dr Shane Rothwell, Dr Ali Birkett, Dr Rachel Marshall.</span></div>
</div>
</div>
Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-37566838792198044872018-12-21T17:19:00.002+00:002018-12-21T17:19:50.281+00:00#STARsoil #soil An introduction to soil science: soil description, soil quality monitoring and assessment29th April – 3rd May 2019 <br />
<br />
Aimed at PhD students needing a grounding in soil science, this course is now in its 4th year and was<br />previously only available to students within the <a href="http://wp.lancs.ac.uk/stars/" target="_blank">STARS Centre for Doctoral Training</a>.<br /><br />
The course starts at Lancaster University, with an introduction to research level issues in<br />contemporary soil science by leading soil scientists. Day 2 sees input from the <a href="https://www.soils.org.uk/" target="_blank">British Society of SoilScience (BSSS)</a> soil profile experts, who will provide training in “Exposing and describing a soil<br />profile”. This is a fundamental foundation skill for all soil scientists. Training will take place in the<br />laboratory and in the field at Myerscough College, a few miles south of the Lancaster University<br />Campus. Day 3 sees a shift to Bangor University’s <a href="https://www.bangor.ac.uk/natural-sciences/research/environment-natural-resources-and-geography/facilities/henfaes.php.en" target="_blank">Henfaes Experimental Station</a>. The station was<br />chosen due to its classic altitudinal soil sequence (called a catena) which contains almost all the<br />common soil types found in the UK. Transported by Landrover to just below 2000 feet you will<br />descend through each dominant soil type carrying out basic soil quality field tests and collecting<br />samples for later laboratory analysis. This work will continue on Day 4, followed by laboratory<br />analysis. Day 5 will consist of collation of group results and a discussion about findings, in the<br />context of ecosystem services as well as traditional soil science.<br /><br />
The course is open to all PhD students on a first come first served basis. The cost is £450, which<br />includes all training, refreshments, lunches and transport around the field sites. It does not cover<br />transport between Lancaster and Bangor, overnight accommodation or evening meals.<br /><br />
For further information, please contact the STARS CDT office, <a href="mailto:stars@lancaster.ac.uk">stars@lancaster.ac.uk</a><br />
<br />
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Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-50073746779419975042018-12-21T16:54:00.000+00:002018-12-21T17:03:21.428+00:00#CelebrateSTARS #starSOIL legacy filming opportunityInvitation to make a Soil Science Film at the <a href="http://wp.lancs.ac.uk/stars/home/conference-jan-2019/" target="_blank">STARS Conference </a><br />
<br />
In order to help create a lasting legacy from the #STARSoil College, we are providing the opportunity to #CelebrateSTARS and make some short Soil Science films with a professional film team led by Roger Appleton.<br />
<br />
Roger and his team will be at the conference Tuesday morning until Thursday lunchtime and will be based in a room close to the conference action. We are looking for volunteer small groups of say 2-6 all of you to self-organise and form around thematic areas of your passion and choice. In the groups we want it to be a mix of students with more experienced scientists together and we wish to film you sitting around a table, talking, reflecting and debating on your chosen topic. It may be for example - say soil erosion, soil carbon - or anything soil related indeed that lights your fire. One dynamic that Roger thinks works well is when earlier career scientists quiz the older scientists. Roger’s experience says that you don’t need to worry too much about scripting and planning, it works well if perhaps the a few questions are planned in advance, but mostly natural free flowing conversation works best. A filming session may take about 30-45 minutes maximum with a final film of about 5-10 minutes. You will have full opportunity to see the draft before it is published on the web.<br />
<br />
So, we are calling for volunteers, maybe 4 or 5 groups over the duration of the conference. You will have to work out a best time to fit the session in or around the conference schedule, but we are hoping this will be a great opportunity to create an inspiring legacy!<br />
<br />
If you have alternative approaches you would like to suggest, your ideas are welcome too.<br />
<br />
Please see Phil Haygarth, Roger Appleton or Olivia Lawrenson if you are interested at the meeting - or email stars@lancaster.ac.uk before<br />
<br />
Regards<br />
<br />
Phil<br />
<br />
Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-82288464551349488812018-12-21T16:45:00.004+00:002018-12-21T17:02:47.251+00:00Announcing a #STARSoil Special Issue #CelebrateSTARSAnnouncing a Special Issue for the STARS CDT in the European Journal of Soil Science<br />
<br />
“Innovations in Soil Science to address Global Grand Challenges”<br />
<br />
<br />
Editors Phil Haygarth, Guy Kirk and Davey Jones<br />
<br />
Contact. stars@lancaster.ac.uk<br />
<br />
The Soils Training and Research Studentships (STARS) Centre for Doctoral Training (CDT) is a UK NERC and BBSRC funded consortium of eight universities and research institutes from around England, Scotland and Wales training the next generation of soil scientists. We have just entered the peak phase where we have 40 PhD students in the college and in January we will be celebrating this with a three-day conference to be held at the Low Wood Hotel, Lake Windermere (Lake District), with organization and presentations from students as well as a number of international guest speakers. This provides the perfect timing and opportunity to propose a special issue to be published in EJSS because it is a BSSS journal working with the British Soils CDT.
Volunteer papers comprised of teams of students and supervisors are now encouraged around the theme of the STARS CDT ‘Innovations in Soil Science to address Global Grand Challenges’ and around the STARS sub themes<br />
<br />
- 1. Understanding the soil–root interface<br />
- 2. Soils and the delivery of ecosystem services<br />
- 3. Resilience and response of functions in soil systems<br />
- 4. Modelling the soil ecosystem at different spatial and temporal scales<br />
<br />
The timetable:<br />
<br />
End December 2018: STARS and EJSS reach agreement on principle and agree modus operandi; start to form the Editorial team. DONE <br />
Early January 2019: Launch concept by email and ask for proposed authors to signal intent and title DONE<br />
Mid-January 2019: Promotion at STARS conference.<br />
End January 2019: Corresponding authors send provisional papers titles and author list to stars@lancaster.ac.uk<br />
April–June 2019: Window for receipt of papers.<br />
End December 2019: Reviews, responses, revision and resubmission to be complete.<br />
<br />
All papers will be subject to strict independent peer review. It is primarily open to STARS PhD students and supervisors in the first instance, but other relevant soils PhD students are welcome to enquire<br />
<br />
Phil
Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-52561240183611614852018-11-21T19:24:00.003+00:002019-01-29T09:23:40.033+00:00Enhancing productivity in a changing climate?Earlier this month I had the pleasure to be invited to talk at the 2018 Amarican Society of Agronomy and Crop Science Society of America joint meeting in Baltimore, USA. The session was entitled a Megaposium on 'Cross Cutting Issues on Environmental Policy' organized by Jeppe H. Kjaersgaard and my close colleague Doug Smith. Doug was kind enough to introduce me. <br />
<br />
<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="156" 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" width="320" /></a><br />
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When preparing the talk I was excited to have to think about integreated response of phosphorus and (less common for me....) nitrogen too. It was a useful experience and my conclusions were:<br />
<ul>
<li>Huge reductions in phosphorus inputs are required to maintain water quality - what does this mean for production?</li>
<li>Nitrogen emissions contribute to climate change in the short and medium term, plus N emissions in turn respond to climate (it’s complicated!)</li>
<li>Phosphorus emissions are mostly a <i>responder </i>to changes in rainfall (climate effect is more long term?)</li>
<li>We need to determine the interactions….</li>
<li>Enhancing productivity and environmental quality in a changing climate is going to be a massive challenge in the future.</li>
</ul>
A copy of the online talk can be viewed <a href="https://scisoc.confex.com/scisoc/2018am/videogateway.cgi/id/33381?recordingid=33381" target="_blank">by clicking here</a>. <br />
<ul>
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After the session Doug took me to lunch along with some other colleagues that included Amy Shober, always great to catch up with old friends! Thaks for the inviation folks!<br />
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<img alt="2018-11-07 07.17.13.jpg" class="preview-image preview-image-small disabled-context-menu absolute-center" height="155" src="https://previews.dropbox.com/p/thumb/AATfpiizuEI8G80Z_6K2uaYUUZ0iATFb4KZ5Pw5B5sz8IKGqz3vvjBZMqO0V1c8WsFwsDswqmFiCGRFi6nbe0gTuHD2LRRGSW93EslMWJTWb4qF8cZI2BOM9y3TGSa3eFvVJiaAKQltSHRARUKCjjABPgS09GotULMnUBi36o_jCPDDqusBqrlUGmSNdf6btESj6KHI1Ugy3Eox-9N4Z3-yx-7YnkgnS2xBrnHRZwTzrDA/p.jpeg?size=800x600&size_mode=3" width="320" /><br />
<img alt="2018-11-07 13.16.06.jpg" class="preview-image preview-image-small disabled-context-menu absolute-center" height="150" src="https://previews.dropbox.com/p/thumb/AASNIg031pcNj_vT4eU5HLfFBbbEVPUwNnh7hz0JCoPBTHIFFBi6p4fKG6AU56AB-gfbVAaS7ayJJ6IWeU1y0W0lRMmm3UZTj4SEpElwKvA9-K-eLFA-fedXKsPc6A2yQw6aIYU1xEPP5ZZO_AKe2X6Mr0W7mm7M89LIhEH8JYOyFuShiYWtRH3yBWDSZQk_sm-WzoUJhAeSPKWL8V9cnoU9rk2JVRX60cdw2jDnN9G_vQ/p.jpeg?size=800x600&size_mode=3" width="200" /><img alt="2018-11-07 12.49.59.jpg" class="preview-image preview-image-small disabled-context-menu absolute-center" height="97" src="https://previews.dropbox.com/p/thumb/AATEDZDJ9EB_zaecY_VpImXJo0ms1CAAMr48hDv7Xak_gLESryHEACKl8QwZhzGHdyLeVTrdsd_6V9B1LT_tyJ2venEIPCne2EtruOac865w13w1OQ3gBUr6ewNpLcQhAp5oZ7eLoM38wBubiHv7ldoV2EmtZa1yIURZuGVov8lUig0pBbCVh11BQkjYwNTRRgCsBfA4JvLLH0Tqe7FhuksZRXl7N380tVoIidIqlqDi3w/p.jpeg?size=800x600&size_mode=3" width="200" /><br />
<br />Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-79249162836792117082018-09-05T11:45:00.001+01:002018-09-05T11:45:07.044+01:00Phosphorus and the Sustainable Development Goals<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: small;"><span style="color: #c00000; font-family: Calibri; font-weight: bold;">Phosphorus
= {</span><span style="color: #c00000; font-family: Calibri; font-weight: bold;">People.Planet.Prosperity.Peace.Partnership</span><span style="color: #c00000; font-family: Calibri; font-weight: bold;">}</span></span></div>
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This week I have had the pleasure to deliver an invited Keynote at the <a href="https://www.soils.org.uk/" target="_blank">British Society of Soil Scienc</a>e annual meeting on <a href="https://www.soils.org.uk/node/1175" target="_blank">"Soil, Water, Phosphorus and the Sustainable Development Goals".</a> It was an enriching, but equally worrisome intellectual experience to think about how these issues alligned and my conclusions were:<br />
<br />
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<span style="font-size: x-small;"><i>- Phosphorus feeds us!<span>
</span>Key to our existence on earth and transformed humanity since 1940s</i></span></div>
<span style="font-size: x-small;"><i>
</i></span><div class="MsoHeader">
<span style="font-size: x-small;"><i>- Soil P behaviour tricky!<span>
</span>In the long term it ‘sticks’ to soil and thus plant acquisition is
complex.<span> </span>Can we better use indigenous
soil organic P?</i></span></div>
<span style="font-size: x-small;"><i>
</i></span><div class="MsoHeader">
<span style="font-size: x-small;"><i>- Despite, it is easily transferred to water and pollutes</i></span></div>
<span style="font-size: x-small;"><i>
</i></span><div class="MsoHeader">
<span style="font-size: x-small;"><i>- Climate change estimates are that this will accelerate</i></span></div>
<span style="font-size: x-small;"><i>
</i></span><div class="MsoHeader">
<span style="font-size: x-small;"><i>Long term – it is on a non- sustainable journey to the sea</i></span></div>
<span style="font-size: x-small;"><i>
</i></span><div class="MsoHeader">
<span style="font-size: x-small;"><i>- <b>We are nowhere near being able to manage the P cycle and
fulfil sustainable development goals!</b></i></span></div>
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Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-41847667577753698762018-08-14T17:23:00.003+01:002018-08-14T17:24:51.682+01:00US Environmental Protection Agency Webinair on "The Phosphorus Cycle"<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN57nGLC4592c_LXkHV2_yp0EoCcY2fDM1uGyDq2pEK5ZbcgsMAspwyYfzld-lDGr7PPC7WNMO7E2-DvIFak0AyKbXEZ6tmKu0h65ljlE6TMJkGgdbAmIItF1tHbn2xP_g-N9-ig7E5O6X/s1600/Screen+Shot+2018-08-14+at+15.20.46.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN57nGLC4592c_LXkHV2_yp0EoCcY2fDM1uGyDq2pEK5ZbcgsMAspwyYfzld-lDGr7PPC7WNMO7E2-DvIFak0AyKbXEZ6tmKu0h65ljlE6TMJkGgdbAmIItF1tHbn2xP_g-N9-ig7E5O6X/s400/Screen+Shot+2018-08-14+at+15.20.46.png" width="400" /></a></div>
Today I had the pleasure of being asked to address the US EPA to present work on Long Term Changes in the Phosphorus Cycle, work which had arisen from our work published <a href="https://www.nature.com/articles/s41467-017-00232-0" target="_blank">here in Nature Communications. </a><br />
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I was encoraged and grateful for the attendance and the level of interest shown and the degree of comprehension and acceptence of the scale of the problem. We discussed issues such as the magnitude of the problem, the long term phosphorus sustainability issue and how we might attempt to mitigate the problems through better use of soil phosphorus and managing the delivery of the phosphorus.<br />
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Lots of work to do but spreading the word, slowly but surely.....Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-21335465462867702032018-07-20T08:33:00.001+01:002018-07-20T10:52:15.376+01:00Teaching Alpine Processes - in Arolla Switzerland with the University of Lausanne<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3MRfrg0zUeTmbwH-qrZ1vbtJXouHYd9Ra5v4VtYOtiMWhyEHzDgRZjuRCwfSobd9XjBgzfvJoSJdbi6K7P77t35YkWX41mEIO6zGWS_QnZebnc8plREnenp5Ap8tH8bx1Exp0uqxHpgiu/s1600/IMG_7930.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3MRfrg0zUeTmbwH-qrZ1vbtJXouHYd9Ra5v4VtYOtiMWhyEHzDgRZjuRCwfSobd9XjBgzfvJoSJdbi6K7P77t35YkWX41mEIO6zGWS_QnZebnc8plREnenp5Ap8tH8bx1Exp0uqxHpgiu/s320/IMG_7930.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Inspirational view of Mt Colon on the first day of work</td></tr>
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I have just returned from an inspirational week teaching a new <a href="http://www.lancaster.ac.uk/" target="_blank">Lancaster University</a> 3rd year undergraduate module in Arolla in the Swiss Alps. The new module,"Alpine Environmental Processes", was run in collaboration with our colleagues at the <a href="https://www.unil.ch/central/en/home.html" target="_blank">University of Lausanne</a>, arising from a series of long term discussions we have shared seeking a strategic partnership. </div>
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Particular thanks and credit must go to <a href="https://applicationspub.unil.ch/interpub/noauth/php/Un/UnPers.php?PerNum=1114898&LanCode=37" target="_blank">Professor Stuart Lane</a> from University of Lausanne who was our collaborating partner and helped lead the way for us Stuart has been researching in Arolla since his first visit back in 1989. Stuart is an inspiration. </div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjDZoGhFO9bgs9A-SmZLV0IthkRbUlAspk0nKB5K6HZVfHd8DIzAM8zNFHkgRXYwUTv5V0YsT5SQsRA0VXXSz4g20fme6JQYCPqNsFke9ESBiznhcVZ01b2Y1z_H6eNJyPbF9bFiwmxT7J/s1600/DSC_0710.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1072" data-original-width="1600" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjDZoGhFO9bgs9A-SmZLV0IthkRbUlAspk0nKB5K6HZVfHd8DIzAM8zNFHkgRXYwUTv5V0YsT5SQsRA0VXXSz4g20fme6JQYCPqNsFke9ESBiznhcVZ01b2Y1z_H6eNJyPbF9bFiwmxT7J/s320/DSC_0710.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Stuart Lane with the students</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjyFfrs3UFDf2Ta6VZvfXDzXpP8QOB244C4mBI9yjWJoLqRhI-9RBlC8KMUkSfXrtZv_yRWVCekLnv6zHO2VniQn-Wjsa0OE2JlhHszpzkWL0E2hAFJJccvgx4T74-Bt05lM8irXosqgzH/s1600/fullsizeoutput_b7b.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="1010" data-original-width="1600" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjyFfrs3UFDf2Ta6VZvfXDzXpP8QOB244C4mBI9yjWJoLqRhI-9RBlC8KMUkSfXrtZv_yRWVCekLnv6zHO2VniQn-Wjsa0OE2JlhHszpzkWL0E2hAFJJccvgx4T74-Bt05lM8irXosqgzH/s320/fullsizeoutput_b7b.jpeg" title="The LU team, with myself on the L and Rob Mills on the R" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The LU team, myself L and Rob Mills R</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxYAZLYCrdJGt4kzKnh4ewksinWyGfeNdZvoJ1Oq_Q0DJFPBpEHqItTzcndWWh6uTczZLrsYOX4xcc8il2N6MpHtEneMcggDjZrA2mhCIHXV2GVgNfsOGpgoKbJ7JNf7zor3-K0pdAhmmQ/s1600/IMG_7915.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxYAZLYCrdJGt4kzKnh4ewksinWyGfeNdZvoJ1Oq_Q0DJFPBpEHqItTzcndWWh6uTczZLrsYOX4xcc8il2N6MpHtEneMcggDjZrA2mhCIHXV2GVgNfsOGpgoKbJ7JNf7zor3-K0pdAhmmQ/s320/IMG_7915.JPG" width="320" /></a></div>
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Our base was the stunning <a href="http://www.latza.ch/index.php/en/" target="_blank">Hotel Aiguille de la Tza Arolla</a> and I was accompanied by the talented Dr <a href="http://www.lancaster.ac.uk/lec/about-us/people/robert-mills" target="_blank">Rob Mills </a>from Lancaster, who also has prior experience researching in the valley.</div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifmnPgnastcEc9ORrIDdGNIFMpzDpGrL6h-DP3tcubFOWV1MkaS8FsplQAF381YMyVh2y3hM5YR36aund2mDjgYaGbPTIjDZ-D5alhLFKmVUcsJuYx_f7Z9t2GdVtFRNOyPuSk1km67ovf/s1600/fullsizeoutput_1428.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="988" data-original-width="1600" height="245" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifmnPgnastcEc9ORrIDdGNIFMpzDpGrL6h-DP3tcubFOWV1MkaS8FsplQAF381YMyVh2y3hM5YR36aund2mDjgYaGbPTIjDZ-D5alhLFKmVUcsJuYx_f7Z9t2GdVtFRNOyPuSk1km67ovf/s400/fullsizeoutput_1428.jpeg" width="400" /></a><br />
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The format was that Lancaster and Lausanne students partnered together and chose to focus on some detailed aspects of alpine environmental processes, choosing from a number of thematic areas. This year, as it was a pioneer, the Lancaster group was relatively small and we had groups focussed on studying soil respiration in relation to avalanche damage, studying the effects of soil nutrient cycling in relation to an altitudinal gradient, studying processes leading to glacial ice melt in relation to moraine cover, and finally studying rates and properties of glacial meltwater.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGoWttCZe-PvGiavl1_Tmua-iH8Qt47nSKUW8bHJ5Cc7NiVytnSGWkYDJCDG68YjiE9-44PELn5RdhLjY3y8vkofhrbuOzeZ0E4WS6iyYiJgXYcvucuSas9elDKbhua1-EnCFqPDe6TPdS/s1600/L1690400.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1068" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGoWttCZe-PvGiavl1_Tmua-iH8Qt47nSKUW8bHJ5Cc7NiVytnSGWkYDJCDG68YjiE9-44PELn5RdhLjY3y8vkofhrbuOzeZ0E4WS6iyYiJgXYcvucuSas9elDKbhua1-EnCFqPDe6TPdS/s320/L1690400.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">On the medial moraine of the upper Arolla Glacier</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlseBHhwNE1XpoRKRZJ_17PTNXgsvYdRbAARjU3Z3t6thMOYjJFHIFkveBEOmtQcpBmLmdGKnfvkLTbSn0zMnZRbPQwr-xJeWVULkzqj2FI7NADrj49zHuLzHlI1u-ZeSf_zEbPv9Fa1sF/s1600/DSC_0651.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1072" data-original-width="1600" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlseBHhwNE1XpoRKRZJ_17PTNXgsvYdRbAARjU3Z3t6thMOYjJFHIFkveBEOmtQcpBmLmdGKnfvkLTbSn0zMnZRbPQwr-xJeWVULkzqj2FI7NADrj49zHuLzHlI1u-ZeSf_zEbPv9Fa1sF/s320/DSC_0651.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Studying soil respiration with an altitudinal gradient</td></tr>
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It was a marvellous week that I found it rewarding and inspiring, and I was particularly excited to be able to walk on the Haute Arolla Glacier and see processes close up, some of which took me back to my undergraduate days. <a href="https://www.flickr.com/photos/iwam/albums/72157696012531732" target="_blank">I took lots of photographs which you can view here</a> and also made a film which can be viewed below, and we have a hashtag #LECAlpine. I cannot wait until next year!<br />
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<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/hR_XSLUWnOw?rel=0" width="560"></iframe>The Haygarth Familyhttp://www.blogger.com/profile/09776399612426268443noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-88326072048106878802018-07-19T17:58:00.001+01:002018-07-20T06:53:53.024+01:00Phosphorus - at the ASLO Victoria <div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV_lipAy9EFpyETPu2Yrj3TnBIGYtxIqpPWbNYKUJaieSu9iIBcY7hpBIAG7xxUqyfV9H8hKkkcB4xqEL83Ivzlof-11V7Mw3Sgy3haQP_ib5mYxvTUtfMwLpRFhTLJcVEHCdKjkunxYxp/s1600/IMG_7528.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV_lipAy9EFpyETPu2Yrj3TnBIGYtxIqpPWbNYKUJaieSu9iIBcY7hpBIAG7xxUqyfV9H8hKkkcB4xqEL83Ivzlof-11V7Mw3Sgy3haQP_ib5mYxvTUtfMwLpRFhTLJcVEHCdKjkunxYxp/s320/IMG_7528.JPG" width="320" /></a><span style="text-align: start;">On 10-18th June 2018 I was invited to attend and talk at the 2018 ASLO (Association of Limnology and Oceanography) summer meeting in Victoria, Canada, called "Water Connects!". Specifically, I was asked to give a tutorial in a session Called "Past Present and Future Phosphorus Cycling: From the Mine to the Deep Sea". </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfazm6eyezLgWDD_3GJjJTT0xO625SHN-ibmSjcmZ3IvIvIgtyf_B6WtaqaBiC1vVOCFVhJPvDQZdhZdjktOqrDx6anpU20xLkeNQRsaLZOpbcBWKtJhRKc1nckuKvD4_n0j4gaXZw81lP/s1600/IMG_7526.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfazm6eyezLgWDD_3GJjJTT0xO625SHN-ibmSjcmZ3IvIvIgtyf_B6WtaqaBiC1vVOCFVhJPvDQZdhZdjktOqrDx6anpU20xLkeNQRsaLZOpbcBWKtJhRKc1nckuKvD4_n0j4gaXZw81lP/s320/IMG_7526.JPG" width="320" /></a><span style="text-align: start;">The session was organised by Jose Manuel Mogollon (Leiden University in the Netherlands), with Lauriane Vilmin (Utrecht, Netherlands) and Pater Kraal (Royal NIOZ, Netherlands). Other interesting contacts who were part of the group were Julien Nemery from the University of Grenoble, who was doing some neat comparing French and Vietnamese Rivers, and a great perspective on a paper on the Baltic Sea by Michelle McCrackin and Dennis Swaney et al (who kindly showed a screen shot of my Legacy Hypothesis paper!). </span><a href="https://scholar.google.co.uk/citations?user=jBGe35QAAAAJ&hl=en" style="text-align: start;" target="_blank">John A. Harrison</a><span style="text-align: start;"> from Washington State University was also a great contact who gave a neat perspective on the global scale challenges of modelling P. </span></div>
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<span style="text-align: start;">To conclude the session Jose the convenor gave a nice perspective on the P cycle in the oceans and touched</span><span style="text-align: start;"> on some interesting cases of ocean anoxia, which I find fascinating. It was an inspiring grouping for me because I was amongst big picture earth system and ocean perspective people who helped me widen my thinking away from the traditional soil and catchment science that I find myself among day to day. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUvVIYA2Z4w68VKYekt1lyinraSfjWNIVoMJI6gbZRegJF_t0oj5vbQgp_FaVNuDfzDofK7abEqbyzRHExmrvofCQ25tFqdjSNd2zszVjtTy4wjz5ff9r4h727fsK2N0mhJSkImAGjxTj3/s1600/IMG_7459.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUvVIYA2Z4w68VKYekt1lyinraSfjWNIVoMJI6gbZRegJF_t0oj5vbQgp_FaVNuDfzDofK7abEqbyzRHExmrvofCQ25tFqdjSNd2zszVjtTy4wjz5ff9r4h727fsK2N0mhJSkImAGjxTj3/s320/IMG_7459.JPG" width="320" /></a><span style="text-align: start;">As well as my core session it was great to catch up with my buddy Jim Elser and co author of our in progress book for a progress check-in together.....</span></div>
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I also enjoyed the social activities, the highlights of which were a hire-bike ride around the coast and a harbour social where I met my old Aussie mate Mike Grace from Monash University.<br />
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I was very impressed with Victoria, decent kind people and a progressive attitude. Thanks for having me everybody!<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFH2hXuwv5tZ_jXHJaRWOYOr3sxdClGg4JXX53xh6IyTUCtHF3fSX4oHjNfWkJ6_vRFELt0rL5nw-er30crMeoteF_R0pMEgYwEzkdItxm4MqhGp63o4UOwBLHGAt1UDDh4GxO8Ip54kyo/s1600/IMG_7507.JPG" imageanchor="1"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFH2hXuwv5tZ_jXHJaRWOYOr3sxdClGg4JXX53xh6IyTUCtHF3fSX4oHjNfWkJ6_vRFELt0rL5nw-er30crMeoteF_R0pMEgYwEzkdItxm4MqhGp63o4UOwBLHGAt1UDDh4GxO8Ip54kyo/s320/IMG_7507.JPG" width="320" /></a>The Haygarth Familyhttp://www.blogger.com/profile/09776399612426268443noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-27904623137603724492018-06-05T11:56:00.002+01:002018-06-05T12:10:33.829+01:00Special Issue On Organic Phosphorus <div class="separator" style="clear: both; text-align: center;">
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Move fast folks…..
I am delighted to inform you that the complete special issue entitled Organic Phosphorus: Potential Solutions for Phosphorus Security in Plant and Soil, from our Workshop, is now complete and available free to download for 1 <a href="https://link.springer.com/journal/11104/427/1/page/1" target="_blank">month only now here</a>. This was lead edited by mysef with Daniel Blackburn and Philippe Hinsinger, plus it includes for papers from my team.<br />
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A related paper from the Workshop by myself and Tony 'AF' Harrison and Ben Turner is also available to read in the <a href="https://onlinelibrary.wiley.com/doi/abs/10.1111/ejss.12517" target="_blank">European Journal of Soil Science Anniversary Issue here</a>.<br />
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That’s me signing off now from OP2016 Workshop Organizing. Last one from OP2016 turn off the lights….. Next stop OP2019 Sweden…..<br />
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Cheers, Phil Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-68723290223684641312018-05-01T10:48:00.000+01:002018-05-01T10:48:30.051+01:00Welcome Anchen to he mysterious world of Phosphine!It was my pleasure to welcome Anchen Kehler to Lancaster University today.
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWx-vdgADdTUofMQsOWCcEDf3lJohYYFz5C10KW8vPF5-9PHH79YNBSglo5v48hUggau3DoLmzd7IKQ5jfXpvcXMGeTYsqT8aG8qtnjoDy71vahSHrHI_u2A7WWW-9iHiPdoxiWajW_ruW/s1600/IMG_6489.JPG" imageanchor="1" ><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWx-vdgADdTUofMQsOWCcEDf3lJohYYFz5C10KW8vPF5-9PHH79YNBSglo5v48hUggau3DoLmzd7IKQ5jfXpvcXMGeTYsqT8aG8qtnjoDy71vahSHrHI_u2A7WWW-9iHiPdoxiWajW_ruW/s320/IMG_6489.JPG" width="320" height="240" data-original-width="1600" data-original-height="1200" /></a>
Anchen has recently started studying for her PhD with Dr Martin Blackwell at Rothamsted Research and myself as her supevisors. Anchen is focussing on he mysterious world of phosphine gas, a little-researched compound of the phosphorus cycle that represents a potentially interesting means of cycling phosphourus that we really don't undertsand too well. Anchen is part of the <a href="http://www.starsoil.org.uk/">STARS</a> National Doctoral Training Centre, and for most of hear time is based at North Wyke in Devon. Welcome Anchen, you have some great potential and a really interesting subject!Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-2545932742115489282017-12-13T10:46:00.001+00:002017-12-13T10:46:43.643+00:00Congratulations Dr Kirsty Forber......<p>I’m delighted to share the news that my latest PhD student (co-supervised with Dr Mary Ockenden) to complete is Kirsty, who recently defended her thesis on Phosphorus Transfers to Water under Climate Change. Her examiners were Professor Helen Jarvie and Dr Alona Armstrong. Well done Kirsty, happy days. we have to share the results with the world and get them to wake up to the issues.....<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt4kuwOiHzcmjRTQdCgRX0iDyuK-0j05vRpMeXwhiXMka9kQZmQLvPZAD1vLBuTwby7-s9zAQJsMp2UT6PkA0IccpomFoE7RG6mP1V0N8WAHqywSjCGVI4lELp1yEAVUIvgUMzfuPDX6qq/" alt=""><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJENFEM9ZG2y28z2-vke8afHZtg4p9foBV69GoGleYEA9p2m3cdJibNWjnRzM1tsIuwUPz-V-Us2jmxXSNPlhz68imiEI-TCPUG_nzWYoKKLU9IzlNU-vD1JEtYySHzP9gq5neX6CoR45F/" alt=""><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix7ZP2iDsJI7lASQaLLssXReTYYuqsHZqMs1kswd579j5P2mDKQY1NSR2ehT-gFQ65oqIFb-2mhQ0GgkZlMWPwuunMtWfJ-WoxHmac_F1U3HtgzdP0HZA7p7_xp_AYDOjvVFSyOnoryFQv/" alt=""><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMPkdSrVlhittRcvBzM5g7AbJRw5w6xz-akpytW1Mqq1oNIPDMviL8Btt9g1bc91fjZjMrE3P3zoNxW7Sl3rXYrQNlQtPwADx30LrbmKh9Ki_oiVqo3k_1YZybsWyXyKL9vjhnNUV386qp/" alt=""></p>The Haygarth Familyhttp://www.blogger.com/profile/09776399612426268443noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-35555264405262764782017-11-18T09:23:00.001+00:002017-11-18T09:24:22.472+00:00Welcome Andy<p>Andy Tweedy has recently started his PhD working between myself and Marc Stutter at the James Hutton Institute and Louise Walker at EMS. Andy has an exciting project studying phosphorus mobility in soils as affected by carbon and nitrogen. He is part of the STARS Soil CDT #starsoil. Welcome Andy I’m confident you will go a long way! Here are some pictures of our recent gathering in Lancaster. <img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUxNpOmrtX1F6AZWx05fS1oO1HhTvR36EqrPQ1rRTmyMMLkb_zKw0W0B8HS0N9jXS7W09EZt8U1c8bS1HhfQVz7q67Yq8jqxfAkTFpf_HNzt7V0NPW6BNliDtUVQaBmFUhSDgf6a-MizL7/" alt=""><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn6mr7CvA0TQ_qVZU_twvCXtH8yY5l1_we9sGQNt8kRmfUaLHap0Ml8B39Uct_bafEOfatJF2vPJlkGmJp2F9WQ9HHXGqiJyVSWam6obrF-OKLmypLmm0DUeSpUe98SAOGXFARyII6dIbb/" alt=""><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggn1W_OnWCWbdzoyndYYTnGmSQOYPEtPo6fj152Bj4IVpMoMUwTeL80TehIQv9Az3pSdwbhOUiHKSxoa7dwhh1ziOMLFINbvdVQVW34NS3CQ8OuZof0t6tAyTnQmgzGeaNY6t5_Lz5bHd2/" alt=""><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7yMTSpKdXg3lxcnbkQ1XCOegwMo0x8LORJkxUiCpRblQZh3wDHVo7yqbZHUpAuOAU8NwAN1-ZoKEbR73-eyBk2J5KHMskB9TaqSy6UDvo5aTjLbzXpgWMZ12wZg6jcSUqa0yYbq2iD_OI/" alt=""><p></p></p>The Haygarth Familyhttp://www.blogger.com/profile/09776399612426268443noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-14272777267135205692017-11-17T11:26:00.001+00:002017-11-17T11:28:06.562+00:00Extreme Climate, Extreme PhosphorusYesterday I spoke in an Webinair hosted by the North American <a href="https://phosphorusalliance.org/" target="_blank">Sustainable Phosphorus Alliance</a>. A copy of the webinar can be viewed here - thanks to Matt Scholz from the Alliance for sharing. Regards, Phil<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/Js05tSAa64s" width="480"></iframe>Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-73244273591537032712017-09-13T14:39:00.001+01:002017-09-13T16:15:54.462+01:00Thank you Deborah: where did the 8 years go?Today I <img alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl8UFPXtw7nWdANTZYOFDs1E-ZokVmAbeZhOpUx2I2p30jnh7FHPoPRiF8CV2YjMPdDEcnF4IaS2iVqWKk6HJNQwd0Uc7LQiQwDnIQrFhdVTXj7tgqbt5_Fs5jgNqniA4sinfpt2aTlAfJ/" /><img alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM09pHU_JqZokUc9Fb2xO8VsHZUbS0A6DtE1EhYSiL1Ny1nVhP8B0lPJLhXDOHGRjrxZ2Kqr_M59jsAUvTpaDh7I0IKBmEtVY5JuziMaMs8v7Hj2h6wsdDpHxNHwFm-kWvB2lJzpbFk2Dq/" />said goodbye to Deborah Bellaby who has been working on the EdenDTC team with me for 8 years. It's been terrific to work with Deborah and I wish her all the best for her new job. Where did the time go?<img alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYiFIAFik5vHFaEopjymLItUoEvRS5jDV9UgenDJ0zEpvBUNsbHWN5bVjhMvH90h1jR17OioWBL1onDfoan5R0D9MBQpvL7u2g2QnbDrLhTWqrLiYEgciagM0W3JGK20L60Wc2suSCAv5y/" /><br />
The Haygarth Familyhttp://www.blogger.com/profile/09776399612426268443noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-30889480900514716472017-08-30T16:17:00.001+01:002017-08-30T16:17:37.005+01:00An uncertain future? Major agricultural changes required to mitigate phosphorus losses under climate changeWe have just published in <a href="https://www.nature.com/articles/s41467-017-00232-0" target="_blank"><i>Nature Communications</i></a> a sobering reminder about the prospects of phosphorus transfer from land to water in the future under climate change. Mary Ockenden, my Post Doctoral research fellow, skillfully led the paper and the abstract of the paper follows, with a link to the open access version of the <a href="https://www.nature.com/articles/s41467-017-00232-0" target="_blank">paper here</a> and a <a href="http://rdcu.be/vp4m" target="_blank">PDF here.</a><br />
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<i>Phosphorus losses from land to water will be impacted by climate change
and land management for food production, with detrimental impacts on
aquatic ecosystems. Here we use a unique combination of methods to
evaluate the impact of projected climate change on future phosphorus
transfers, and to assess what scale of agricultural change would be
needed to mitigate these transfers. We combine novel high-frequency
phosphorus flux data from three representative catchments across the UK,
a new high-spatial resolution climate model, uncertainty estimates from
an ensemble of future climate simulations, two phosphorus transfer
models of contrasting complexity and a simplified representation of the
potential intensification of agriculture based on expert elicitation
from land managers. We show that the effect of climate change on average
winter phosphorus loads (predicted increase up to 30% by 2050s) will be
limited only by large-scale agricultural changes (e.g., 20–80%
reduction in phosphorus inputs).</i><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzXEBN0KkQJh0ApHBQgvWBMEQfzdjuoHq-6mHshFUqwlW4B5b-A5Cwxfi37wWXs-bKwPP8V4Q655dhzHg8-Vw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
Our press team did a good job in promoting the story with this simple short video and we achieved <a href="http://www.bbc.co.uk/programmes/b08zzlmj" target="_blank">National BBC Radio 4 attention on Farming Today</a> as well as other channels. <br />
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This work reflects the importance of the long term data from the <a href="https://www.google.co.uk/search?client=firefox-b-ab&dcr=0&q=demonstrattion+tes+catchments&oq=demonstrattion+tes+catchments&gs_l=psy-ab.3..0i13k1j0i13i5i30k1l3.4248.9360.0.9496.29.29.0.0.0.0.246.2686.16j9j2.27.0....0...1.1.64.psy-ab..2.27.2677...0j0i131k1j0i131i46k1j46i131k1j0i10k1j0i13i30k1j0i22i30k1.C_ZaZ-qupeA" target="_blank">National Defra Demonstration Test Catchments</a> and the <a href="http://nutcat2050.org.uk/" target="_blank">NERC NUTCAT projects</a>, all coming together. The more you think about thsi work and its implications, the more serious are the implications. This is just the beginning...... <br />
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<i>Phil</i>Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-48656295762990371772017-08-09T10:17:00.001+01:002017-08-09T10:18:13.403+01:00Long term phosphorus in the Thames, Maumee and Yangtze rivers basinsThanks to Matt Scholtz from the US EPA Sustainable Phosphorus Alliance, here is a video talking head summary of our recent paper on long term in Nature Geosciences. The doi of the paper is <a href="http://www.nature.com/ngeo/journal/v9/n5/full/ngeo2693.html" target="_blank">doi:10.1038/ngeo2693</a> and you can click on this for a link. The take home point from this reminds us of the slow speed that P moves through the land water system.<br />
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<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/ebAwMmLTaFk" width="480"></iframe>Profhttp://www.blogger.com/profile/08506884710919226858noreply@blogger.com0tag:blogger.com,1999:blog-1029944614967706287.post-42753080431241102462017-08-08T11:19:00.001+01:002017-08-08T11:19:37.792+01:00Thanks to Danilo<p>Danilo Almeida had spent the last 12 months working with the team in the lab on organic phosphorus mobilisation in soils. Danilo is completing his PhD on the effect of tropical grasses on soil phosphorus availability to soybean, in collaboration with São Paulo State University, Brazil. It's been a pleasure to work with you Danilo. Dan left me a bottle of Cachaca - so it looks like a summer of Caipirinha cocktails! </p><p>Thank-you </p><p>Phil<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMDP-OYgPZsYIg54Q3NvdcqfR7ym5oWsxigDKUISgf-upyqoKOyo7Pesea3PaUzGRQVZnyXnGqIpGQc5_EC_Iyst-fhrlx93mcBfVfsuXOLxe1dtxLtJPmfbMLcwDX_jSp1Vh4wfpUcOQ9/" alt=""><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiItVp4hU3LNN2XEYyMRRmr-YX7t5M3NdL2GsP0G3FYP9lx9B7TJ0yRq_EZAPeBzFguxcBOEWS5YZy5mHpbO_wdFu2K-6JQMS3YVBucfQ8O9qIEIrb1wgjsnY71TUiR-_n4DHNnS6bNsCn8/" alt=""><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCDPqerMCliFxF97YREXJtMOx8jz7JbAU3u7Bicrnt1usnK_j-K5GuMOZS9LnrYDvqfMI9X68yIAS7aM48TooYkhHMexuAaFjBiI5ysDWl_6ygXIQEhZ981MUz9fGzd6hv3pIEdcUoIWaj/" alt=""><p></p></p>The Haygarth Familyhttp://www.blogger.com/profile/09776399612426268443noreply@blogger.com0