SemOpenAlex |

SemOpenAlex

Matches in SemOpenAlex for { <https://semopenalex.org/work/W4361279076> ?p ?o ?g. }

Showing items 1 to 51 of 51 with 100 items per page.

W4361279076 abstract "Abstract. Concurrent measurements of atmospheric O2 and CO2 amount fractions have been used for decades now to estimate ï¬uxes of carbon to and from the oceans and the land biosphere. The equations used in these estimates explicitly include fossil fuel combustion but largely ignore ï¬uxes of O2 associated with the reï¬ning of metals and other industrially important elements. Here, we quantify the O2 ï¬uxes associated with the processing of iron, aluminum and copper. We also consider the potential impact of sulfur. We ï¬nd that inclusion of the ï¬uxes due to metals leads to an increased estimate of ocean carbon uptake in the years 2000–2010 of <img src=data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASAAAABGCAYAAABsWUlzAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAACsXSURBVHhe7Z0HfJPFG8d/SZN0pE33pIuWTdmr7LLKRvYSEQVkg4D+cYAoIkNA2SKyRRGUIWCBspeAbGWPMgp0UCgt3SP3v7tcoYU2o01K0Xz9RJrfvXnfu+S9531uPSchFJgxY8bMK0Aq/jVjxoyZYsdsgMyYMfPKMBsgM2bMvDLMBsjMvwN1PH6c9wU6NakLH1cn2Mit4OFVGm27vI01W4+Kg0wPib+JBZ+PQ7PaQfB0tIe1whq+pSuix9ujse3oVXGUgZiqbJlPcDh8O35auQzLlq/C5t/DcCEiRiQWE6wT2oyZ15mL2+eSMg4KYqnyJ58vWEduRMaQbKpHR5wncycMICp6m3sHtSBHbqdpPmAi/vh2FHGRgzj71SGL1u0ikTHxVM0iEeePkI/fDiUymo9qLQaQOwZkwxRlexrxJxnUthaxhJTYqZxJxfLliZeDHbG0kBOVUkW8S1cl/5u2lCSK401JoQzQhA8+JOt+/km8M2NGD6JPk15d+pLLrE4akQvrPyUOCjlxCWxG7mQI8QWSr24jAXZyolT5kq1XUoVqXDZ82pXYyGWkfNP3SAHZIFe3zSBOMilx9g0mV/XIhinKdnTFeKKgRuuNwZPIsctRQtXw6NY5MmlAG+Jka088nZ2Jh181svFMnEgtmC8+m0zmffuteGcYBhugls2as2F7cu3qNaGYMaOb8yvH8/vmy013hWIEYg4RXzsb4qh0IesvZQoxf/5ZM47Y04rl5NuEJAjNWDw8NJ84WCmJvXNFcll7Nsjasa2Jo8qOBDQZIZQCMEHZbmz9gv4GcvLD4Uih5M+hJSOJs8qFBPp6EwdVKbLh7ySRkj+bNm7kv+3AAe8IRX8MMkDNGjfhFzp18pRQzJjRjzOrJhBLqQWZtvGWUIrOl10qEzcXV+Jdf7BQtBFHgt1UxIM2Nd6atUdoxqF7JeotuLiQRoMWCkULcQeJl50DcbW1JXP2PBDiyxi/bA9IkDXI/9ZdFe+1M7VbdeLp5UfK+HgRZ/8WRLsJIuS7xYu5bXj37QFC0Q+9O6E7deiA/YcPYcG8eahVu5ZQzZjRE4l4GYsnx7A0/C4spWo0bNdeiNpwRovaLrCwVmHbvC+RLNSiknBsCXbfBaTqDLRpr0c+nJuglguBlcoWC6ZMF+ILmKBsF3+ei9sWLji8ZAy+WBou1IL5dMYkZD1NglRuDcXjY5jze4RIyZ+hw4Zh0DvvYMXqVfjfBx8KVTd6GaBRw4cjfOcutG/TFiNHjxaqGTP6Y0zbwzj+yxokW9lBnZWJKhWrClU75YMCkU2fuZYJZ/DrqVShFo31q9fC2s4GWZkyVKrqL1TtVC5jDyK1RMLpzTidIsRcmKJsf544AaXSGrERFzBrRC+ER4mEgijTFlVVWcikfo2VUold27eLhIL5YcUKVCxbDvO//RZLFi0WqnZ0GqBffl6H5cuWw9raGtt3hAnVjJlXS/iu/bC2UiA7G/Ao5SlU7Xh5+tHjs2FlLceunbuFWjTC912ApUIGNazg5SVEHXj6uvJ8WysSEL73jlCfY4qyWcmkSM/MglQmgwVJQ0KSSCgQa5R1Z3kgsLCwQHTkA6Frh7WSpFIpxo4ZgwsXLgi1YLQaoKdPn2Lwu+/yE65YtUqoZsy8ek6di4JcLoVaLYOzh5VQtePi6EyPV0Mml+Pvs+eEWhQu4u8YArmUIFtmD3f9sgFHFxeeD7lcgTNnTgn1OaYoW7//fY063lZ4GPcUzYfMQI+yIkELyWlqSCQS1k8MubWlULXj7u6OCR9/TA2hNUKbtxBqwWg1QC1CmsGGul+VK1dGl25dhWrGzKsmAhFPAAspqxwS2kQQsg6UNtb0eHrTW8gQd+OmUItAxBXEEzmvRESqgK1G1Ym1Nc0wzYiFzAIRN1/sWzFN2STutRF+/iai46KwedEYoWojAmeiMkGziKyMdFSpqX+/7+QpX/AWU0ZGBndgtFGgAfpxzRpcvXIFSdQLWr5qpVDNmCkBJD/AkywLevOygRcpFPo9nGFFDyT0Pwn16LPio5El9MKS/CAW2Rbc/NAaLodCI+tEobDi+ZBKLfAk6qFQBSYtm4Q2F+Xib+1Ehq1DFG2GWdDGZUKyAkMGdhIp+jF3/jxkZWXhp7U/4eI/F4X6MgUaINaGs7W1Rb3gYARVqSJUM8XJjrAwjBk1SrwzLatWrMAXn00W70o4Tx4jg966rGObVmNY6NnDzboSeL2W0OZNWjzy6f81iITHCfxcDFbxC6xML2DB8kGRUC8n5ckLnTElpGxffLkUSlsbpD99jEo9P0FLPfu3cujZuzfs7e3h6OiIPr16CvVl8v3Ovvx8Cv0CJEhMTMRXM2YItWjs37cP/fr0RaCfPxxs7WBvo0Qpdw+EtmjJO7pLKiOGDoOSPl2ys9VCKR6Sk5PRrXNXzF+4ECkpRb2dtHP58mW8N3AwvemmCKWEk55BK5r4myLRs5KyZg2D3dtQZyCTvys8aRn0DM+urWcmGBLarhGQTFqW3JSAsp1dMx5brqRBnp2MDOf62LJSnybby0yaPBnpaWm4c/s2tm/bJtS85GuA5sz+Gja0Defh4YH6DeoLtXBcunARNapWRcsWLXDyxAmMGD0Kf+zcwXvLp0ydSn8Bgj5v9oVvKW+sWllymnr37t1DSKPGWP/LLzSLBLEx0SKleGgX2hpOTo7U+FlBzYZDTMgbHTrCw9MDSks9e1ELRU5N0rNGaeX5OST0sa9mT349IPoeqCd5jANRcwdEL+ixDPbxlz/zissWfQh9xi2HDb0Vkq3KIOzIDriKJEMZ9N5gZNJmmL2DA8a9P1aoeXnJAM2bOxcymRwpqal4f9w4oRaOn9auRf169XDl8hV8MP4DXI24iXHjx6Nho0aoWasWBg4ehPB9exG2/Q88fvQIo4ePxDtvvy0+XfxkZmbi+LFj6NOzF2pSo3njxg3uRlrIZBoXt5hYu2YNzp07B0tLS839mPtGNzKff/YZHsXFQS6X0+uY7kJ2StZDIoEV9X6LjLUCEtbjymE9H/qRYyL4J6QK6NcbUjCWcgXv+GWwh5S++WDH8n/py8LyhZ6jV1q2KHRo2RtxWbRs3vWx//RRVHcWSYWkZ69evC8oOioKB/bvF+pzXgrJ6uPpxcf9H8bG4lFCAqysC/dU3B0eji4dO8Haxgbde3THd0uXipT8ObD/ADq0aQu5Qo5u3btj2coVIsV0fPXll3hw/wGePHmCW7du4S51FWNouR0c7OHs4orMjAw+DBkTE4MbtyLgTj1CU8O8HWcHR952ZkYvOjoa0XGxsDVGxX0B5uWVDyzDPV1GLC3701Q9mnvp19C1eR9EJGRqDLMOuyWVSJGdkYrE5BRY2zrCmtaObF01i1VodRakzjUQfnAt8tSD5KPw8egIazdHPIlNxNpbDxHqItK0cGvjl6j93iK4qBR4hCDE3grLvwmgJylHl8C7/WdwdVIiNtEBN+LO5s1nAWya0hPDFh2DSkFrepV3cD1smkihvLKyxeLN+rS5deYBanYcje2/zYS9SCkKJ44f58PxKvogDwgMxMEjh0WKhjx5PHrkCBKo0WHzCapUrVJo48M+36t7Dzg7O3Njpsv4MEKahaB7z+58+O6Xdevw24ZfRYrp+P677/D990uwc+dOJDyJR+OmTTF/0SI8jI+HDTWcbGJXcdOpfQcoqDdSHB5X+9A21Ng6cCNrEFlpeJKQTJ+6DGpJ2DNMy+v5c1xzHf4un+PyvPhxUqjTk5DG3+VC6Q0HWTa9voTmnSBNz0nNKWnpvKxEnQ25s1eRjA/DxtsTMnqvs2JJSCb0nVudnpHM86HOVsPJy02ogldRNnUUetWpjQ0nH6LvxGU4bCTjw2CDWJZWlrRVJcOpv/5CHPW288A8oBxo04N4ubkTFwdHsmiBHgvrCmBA/7eJu7MLcXN0IjOnzxCqbujTnigVlsTf24e40s+aGmpsSWJiIklJSSHU2AhVQ5WKlYlfKW8S6OdPbK2sCXUhRYrp2LJ5M1FIpDziQM61lZZW5OlT40dmmT1rFnG2dyD169Tl33eArx8vp95kZ5DU1DSSlqb7xTix/ANiQ3/bLzdcYR/O97gXX6mpqSSLf/plupZ1IH5+AcTD3p6sOaNjCbrg4MLhxMXFiwR4uZFa/WYKtShcIxXtVSSwdGn6XfqRs/plgywaFkw8Pf2Ir6sT6T9zh1CfU6xly4wkXat5EIWtL1m47ZwQjcvAAQOIp6sbr9PTp00TqoY8hvKP7dt5v0NaaipC27QWqmEkJSVhPfVglEolklNS0LffmyJFN2wWpbevHzOKyM7K5h6KKVGpVLCzs+Ne18seh+YpXJz06NIV38ybCx8fb95uNhWsyfnBhx9i45bN3ENl37fBSOWwok82dr/oejGsqFeXnZ0FmdyafTjf4158WVlZ4fl4UV7q1vRFZmY2/d3UeBQbL1TtPHwUzYfAWdO6dr2iDa5oKIsavjLQbECanYQY/bKBx9GPab4lyMjIRL369YT6nGIrW8YddKpWDXvifLHr7EWM6FBNJOTl/Lb5GPX1evHOcDq98QboA4W3Klb8sEyoGp7Vun1793EXjsGmUZcpU4b/bShzv/mWzx9iN7WSXtDb21uk6Efr1qFIT0+HncoOc76eJdR/Pz26doOXVymMGDUK8Y8fC9U0tGgagkb1G6JpSAifaFocqMXID2FNFiPQrmMoUlLTqQGV4fYd/WY1370RAQuZFKmpUrRv11ioRaND69pIS8+i+chE5A2dC6w4NyMeU2NBkCr1QZvGjkJ9TrGULS0CbSpXwRlFU5y+fAIhZQqex71r9Tc4fvOJeGc4bdu14waIPezu37+P6KjnI8rPDND2rVu5J8BGgmrXrStUw1n+ww+a/hPqwQQWwohVq16dP/1ZZh88eICICO1hAP4NsNGB3zZvwq59e/h7dWE8Ej1hv8+Zv89jR/hO/r74/TzjUKXXQHiQJEhkcpw88ZdQtXP6bCT1qOi9FdAcHQOEWBCZiYiJ0x20o/u7g6BOegqZwgJ/nTwjVG3cx7nIDCArBQEt3kR+2TB52VKuoVWl6oitNARXz25CGR3jGweO3kGT+sHineHIFQo+gMP6hpmN+eOP5yvrnxug7du428u8jzaFbH6xERs2ksKMRxZ1t/389QtPkBtXdzfe+cu8MTaCtjPs378Cn3U8jxk1GuXLlxeKaWC/7aD33sOSxYu5l/paI6uAD/vWRlImcDX8V+h8PsfsxaG7aqQnJmLgp18IMX/uHFyO4Gq10aReTQz+SnvTQ16xB/rUdkAm5Ni9Ya1QCyZm7zrcVVviaaIan3xRwDQXE5YNSVfRpkZDkBaTcPL3WVCqs5GRnpHnlZ6ehtSUFDx9moRbB5fiMHVYqtWoLE5QOOpRp4atDWPN6q2bNwtVGCDWXLoXeU9jODKzUKFiRZ5oKIcOHuQXYMaDGRE/fz+Roj+uYqUwgxnEsD/+3QaILdZj5WRrZ0xN65atUL1KFQwZNkworzfvzluOCtbpQOJ5fPDtPqHmz/T3P0Ey9RAcavfDV70qCTU/CEYOeB+RCenUi0/FL1OGY4+OOajfrPgO1hnJNBubMG+ftkA72Rj/8XxIqPdTs9+X6F6p4FFmk5Qt8RLaNWiJcwlWSL64HU2pUahXpx4aN2iQ59WkQUM0adgIIQ0boHX/KbCw9UG1yjJxksLRJKQp759SUG/o2J/HhCoM0L69e3klYIYjMzMD1apV54mGcu7MWc2ENgozIp5e+sUyyY2Tk9OzfgJ2rvPnjBE2oWRy5vRpLFu5EmG7NM0hU/Lr+vV8DsbOcOPEwSkRyAKoO78SHtbAukl9MevXEyIhL2s/748ZG8/C1q8RtofpGtjI4n06UvowZotFJSQDqS+slngRWUAbbF0xCdbUDEzu0wIbT9wTKbl5ii/7N8OmMzHwbTwAW5foeAgYuWzk8T9oE9wK5+KksFdaIu7BXUTFxPJh8Zdfj/D48WMkJD6l5lgCC8cKqFQ0+4PAwDLIytK0bNjSotgYzfY/3ABdvnQJcpns2WgIm5ZfGE6fPvXMALFzWVnZ8L8NgY1M5fSBsJEp9oX8W2nfug369+uHOkXoc9OX3r17Y/rUr2hb3F0o/w4cqnbB8eO70LOxP6a8GYIGob3wzaLl2LZ1M76b9TlCa5bFkK//QPP+E3D8ZBjKskE4rcjx9dyJsFUn48nTdLQaNgMdfUWSFqp0nYAj4WvR2J+gf9MgtOs1BIuX/4RtmzdgzufjUbdMWczefgdvfTQPx8IWQp+aYcyyffdhP+y6Go+stCTEx8dT45LI431pe7G1oPGPHsLCu0KRZ42XK1+OGqBMboAU1Nn56y+NQeUzofv26o2DBw5w94g1w27cvsUTDaVyhQpITkrmk47YUO+sOXPwzkDt8UBeJDEhEV7u7s9m57JZyJevXYW3jw9/X1xUrVSZ/wCsLKaYCf2/8R9g0cKFSKbt7Rd5o0MHnD51mjdnjTETmvUxXb54Cddvv9yhXz2oCv+t2O+u90zoQnBuzUcIfnc2Jm+4gY+7Gt43qA83z/1Jm+x/4Ozlm3ickAp7F3cE1W6Etu1aI6i0YYY3MSYScWkWCPAzcBk40vH30f3Ue9mNKxF3kZCaDRd3L9Rs1ALtQlvA30MljjOMopbtcdRNxCWRZ4tW9UZNvRZbVwR4vjxaZyg2ckveKmLG7ZOJn2qWejEDVL1yEPH1KkV8PL0Ibf8xqVB4ubqR0j6+fAIdm+S2etUqkaI/aWnpfMIaOwd72SttyYkTJ0Rq8VGlYiWTTURkWxrR34PsCQ8XSl46tW9PSrl7GGUi4q4dO/i1rl+/LpS8VKO/PSunwRMRDeTM6gnE0sK4u2KYeb1gk5OZfWCTnd/s1ZtrvAl27/59/gRkHcc+vnr4mwXAJh4yFysHaa6/9UXGQrDlgp3vKfVE/k20CW2Fzh07oUWrVkIxHV06vYEPx40v9Lwuo8HNoOYfM/9N3Nxced8wa1Vcv36Na9wAsdnLrKIzA+RfiJGrHNgwb24kueKe6AszhNQtE+80Big11Tg7GJQEpk2ditt37mDz1t+FYjr6v9mPLwL8es5sobw6ZMhGOnXnSSHuCTP/DlxcNQaIL7KOEp3Qjx7FcYvEKjpbie2pb2j/fKAeFT9PDrn+LDTsFKZcllCcREVF4dNJk/Dbb78JxXScOHYMP/78E8J27RLKqyWoVXd0btsVnZoWb1+emZKDKzNA2RoDFB+vme0vjXv4iAsMNvrEJv8VFiPYm5fhnplxpu+/atq0DEXzpiHo0q2bUExHh7btMOjdgahRs4ZQXi0Sr3rYHLYRVZyEYOY/h5Oz87MlOSxQGUOamJjA47VwmAGy0jlOWSAvtu+JuFiRoHl6eaHo68d3ixbh70sXimXOz+gRI/mSmh+W5134Z8bMq4SF52FNMNZKYl0tbD6QNC017VmziRkQFhCssLB4tKwZlkNh1jRlq1kMnue+FM/TCx3Trxts2HH4yJFYsWwZn/BpSi5dvIgFixdhS671NmbMlATYVJIc+8BsDut7lmZm5QqsTRNlFoWf8sgmGOWmMHFqeXMrd1uO5snSypSxik1P29BQ1KlRE+8MHCgU09EmtDV6dO2KkJAQoZgxUzKw4XuXPTdAbNBKytpkz+s7i8Im/iwESqXN8wvQFzduBsKi6Od4ZAzmRbHZ0a8rP//0E44eP46dezQr3U3JpE8nIiYqChs2bhSKGTMlB16vc/kkmg5piWYLNA2Geyy5cXRyfLaQlFmyTLZtiYGwmdR5DFB2Ng9U9jrCpjW82a8f5n7zDd/hQl9efAY866PTwt27dzF12lfY+PsWoZgxU7LgtiHXzc36gaR87ZbwWpjRyMg03Gjk4F3Km1c6BjMiaYWY1p/4NPGZAWLeFOst9y9dmr9/3ejUrj2qB1XFmLH5b0lSEGwhZM53wP5lG9jpon2btnzJRYeOHYWiH7k7+P8Nnf2MuOj7iLhxDVevXse9qIcidnVxk4no+5G4ce0qrl27gaiHeoZL1IExynY/Mr/FsvlDUuMRGVv4YGS5YZ3Oues2XwB/8uRJ0iqkGZxdXPiaoPkL56Nvv7f4QYby8f8mYOWKFTzWDOtgenvAAMycbVhUwxPHjqN1q1ZwYWE5qDFLpU2yqIexIrX4KOpasLiHcXB1c+V9P0pbJQ9zog8yOb1edAyPIMcMAhvN8vf35z9YTvOWfbeTJn+Grt278/d/HjmKxo0bIbheMF9UnPMQ0AVb+8c8pxyvlc23YjOmWdyWHNh3sOj7JWjUqJFQSioZCFs1F/OXbkDk41RYWslBzTh9gGVApvRAt0GjMWbwG3otAi0SGY+w+tvpWLYhHPEpalrJWJ+qBFnpabD1LI93xnyIQW801ByrN8Ys201UUNWEX/PO6Ny9K5o3qAlXR1t6n8vpvaMJ6ZpOHYd7ERexk3rTv2/eCLee87F1asG7m+rLpx9/jOU/LOP2gW3TE5eQAKnKzu7ZaBUbxUpJeXlxpL7UrFWTVxgGc6/Yti+GEhf38NmTmHk/QUFB/O/XDVaZA4XhSHiSwHc61ffFRs1yvgP2vEiizdKk5KRn6cwA5XzPDPZdlw0M5P1nzGDkPleBL/o0YquimbHJeSox2LVzH8eulVUEr7hYSLqGt5rWwBuDpsC1YT/8vu8QTp87h5PnzuLQgZ14v1sQ5o7siup1OuFYZN7Z+sbk6bXdaFG9KoZ8sRYN3pqI8CN/8nycpvnYu2szOgdZYEyXpqjfcRju6ZsNo5cti3pNalw+uRdTxw1Gk3p10ah+IzRvEoKW1BFp1qgxGtStjdbte2HmvOVI8umIH41gfBiPHrFY2FJeJ7LpQ4/FFGfxh4mtpRVf+Mii1n875xuaXjiio6P4QlK2sJEtbG3aqLFI0Z+Vy5bzhaw5+Zkza7ZIKV5MuRhVF1YyOb8uv7alNaHGTKQYl6SnT4kdLRu7DvvN7KxtRMrrRBzpUtWLWCuUZNzSQ0J7mdu7FxAPawVx9qlNzsYL0ZjE/UVqeqqIjY07WXbovhBfZs+CYcROLiela/cgurNhirJdJRUc7Elpfn+VJmVLlyZlxO9f2seH+NN73tvNlXi4+5K3xs8lmj1NjEPPbt1JKTd3fi2VjZJrUgdHR2RRl53+zZ+kd+7cEfbKcNzdPeDm7s6bAIU915Url3mzh+WHhYVs066NSPnvwMqeA9tTi+1SYgpY8zbXpfJc93Vh+Yge2HcrBd4N+mPO4IKDsfu1HInJ/YJpm/Iq+vb+UKjGY3T33ridIkH9/lMwsHHBy5lajFyMvsHeSLwShjfHaw/haqqyZVPv3N7VEyobOW1upfGNCVLTMvg6PQdnDzTtNhRbDhzHmtljYMxZa2yzU9a/yZr8bFIig/v5rBmWY4DuRd7lCYVl4KBBmhmO1NWKjdYsODOEP/88xvsmmBFzcXVDpUr6xaJlTQnWXPg38nxjPyPzGhqcPMQdxhdrTsFGTtBz2BghFsyg0YNpmRWIPfIDVp4yXoSFR4cXYu3JeMiIFEPep9fQwcjB3Wg2lDi6bCJOJwjxRUxWNsKb9BNWH8Wxo/ux5ffNWP/br/h182Zs3bELR86cxNrFU1CvguHRTHXBIi0yu8DqtlcpjZHmBsjHx+eZ13L3biRPKCxjx419ZggUlgoe7tUQ/j5/nntArC/igw8/EKp22AzjqpUrI6h8RR5h0Mx/g98XzEGqtQpZmQo0b647oL8sqAm8LDJhq7LEvK8XCrXoLJy9CNb2NshUBCKkvO4Ry6AmjWGRmQ2V5RPMWrhDqHkxZdnYYyczWwJLRy/UqFsPTZo1Q8MG9VClUjkoTbjoIDY2hhsg1j9aUcSd5waoclAQF1li1IMHPKGwKG1t0e+tt7gR4huRLVsuUnTDdsBgHaLMG5NRYzhi9CiRUjBHDh/GkMGDaXMtlQ9Xb9uyFf369hWpRSBXxyyDfTevCn3mARWG3J3PryO/bDoMpZUMWXIPVNBj/3TAFwGOUkjkVri97zdoCx+vP3ex5fA90GxA5lEBrkLVil85OEqzILeyxcHffhJiXkxdNqOs0zQQtu07u+fYAEqt2rW5xu/s+g0b8CYMq2TGiMG8dPky3s5jnswW6to90nOjvYmffsp3Kn348CGWLPtBqNr5YekPcHFx5bGomQfHJkNu+rXo4S4Snjx5VkHZjpPx9H1xwa6XA/tN2GiUKWDnzW1Y2czU14aMszh+h1ZiCwKprbt+FZ/i42oJ6uvDKuMm9l8oenkzzu7D7SwrSOn9buuubyibUnC1pNe2UCD95p94KRslpGzGhO3vJ5fJeZ3STPcoy3V+97FteNhQK0tka8Eibuq3G6M2toX9wSPrs2UU7UN17zM2a+bXuHn9Bh9GHvDOAHTp2lWkaIfNF2KbIObAvCcbpVK80w5rdrL5Nsz4snUp7HX/3n2Me//9Zzs5MuxoGUYMHcp3/cg5NvdnigJbDJxzrkT6hBgyaDDsHRxEqqZ/buSIkfzBwI5jL5Y3Q/uF2PeSU1b2YvGfx74/lu9Ay2C/vcpehZHDhvMIlDllLKnB4NLOn0aCxBISQqucrZveQdMdnGzow5F6KwoJLp65KNTC8/fp87CwlPOdXOzc9J3tbgtHGwuoafVTSB7h3MW8xqKklM2YXL96lc9xY/dhBr23GjbWzCvjBiiEtgHT6c3Gmz70oAsXi5754Pr1sXHLFn4TX7p4iW8HXNDNPGPadHw2cSKfj8SWLiw0YE/4Tz79hLp0GbzPiJ2fTRqcOm2aSNXO998tgbO9A3y9vFDK3UPzt483ln2/lFdI1oxkL+YysiDxtWvVhL2NEl5ubvDxpJ9x80D9OnXE2QznFn0q2NlY0+uXgruzC5yo4Vn388/ce8y5Nhuh3LVjB9xdXeHq6MSva6+0xZFDh8RZ9GPvnt1wUNrxz7PzeLq7Y+/u3fxplHMt9vuvWb0ajvb28KCGneXLjjaji9osNwW3rt+hzQ22bQ41xHL9pxdaKRXMGvMH7e27RX/Q3rh9U7OAm55TbqPvmJEENpZsPgx1gmQEkTfzzpcrjrLJ5BrPN+7OP1i1YCZGDn4X/fq+hbHjP8KqTfuQkGZcD+oGdS5Yvti97ejszHdIZfBdMdgflctX4C45q8Rs6QCLWm8M2JO7X5++OHrkCJ/Z/M6gQahXrx7ff/7qlcv4cfUaXI+4ibIBgZg+c8az2b2GwCMNfvQxHj+Kw4B3B6Jz1y4iRTtbNm2m11/NvSi24p4ZXzYjlPU/SV9Y/sC+JOZpsQrLXsxDYJWWBXBbqmdz8UXYHtkD+vfnO36wffQVCtqMpE1JmZR5XvxnoVCXlf5obOg0IyOdT0148CAK02ZMR9Vq1cQxujl16hS+mPQZ35WA5VmhsOSzpvOWk14rO4tfKz09AylsRuzdSPy8/hceTKokcWDBMPT4cisc6X2c5PoGHpxaLFK0M/PNIMw/kAxLdTIC+kzDnm8GiZTCsWhoXXy1NRbWSIVr50k4vnikSNFO/8ouOJjsAHXyI/SevguzBj3fmsm0ZbsKb0klTNlzFv8sGYUtp2LRtG0HBNesAheVJSIvH8fyxcsRSTwwcuJ0fDXaOMHzunXughPHj/OHXPMWzfEjfdBymAFifDJhAo9azyYQhhRiAqEuLly4QKZM/pw0rBtM/L19iLenJ9+RYcBb/cnuXbvEUWbM6MeWqX2Im1spUtbXi3jWGS5U3czqF0S8vPxJgKcbqTtknlALz/TeFcX5XEn94QuFqpu3g5yJr18g8XF1JMPm7hGqBtOW7TIpbSkjDk6+ZMqyHSTfKa7qaNKnji+fBNug2wSSLuSi4OtZitd7J5U9Wb/uF6GKXTEY7Tp04N4P6zg+d+6sUI1H5cqVMenzyThy4hhuRd5FJHXrz134ByvXrEbL0FBxlBkz+qEJ9aLx3tgSIr0RAwvs/1kZRY81npnJIvxp/pYYMFqZs2MMy3tWdt6lLqYtmzNK+wZi6b5zmDSwDfIddZe44+c9v8LTRoGIvYvQdkjRpiywltVDscSK2Zg3unQWKaIPiNGwUaNnna4sKNi/eUtkM68/uTfYM6hDPveh+tuLArGglV5zSgnUPJqnfuSsv2T/Z/2NuTFt2Vyx99oV9Kimo8NcVRfvhPpBauOE82s/wdJj+o1k58eunTt5nw/ruqhUqWKeqKDP+oAY7w0ciO3btvM+gHEffogJH38kUsyYeRm2t/2B/Qcglxc+imZBsM5K1i83dFj+e6jvmD0Ab3+9Bw7WBE9dOyHqlH4DFzP7BmH+QU0/iXf3KTi0YKhIKRzfDKiG2bsTYU1S4NppIo4v0T13jZHTB0SSH6PrlK2YO+x5tIGSUrYzK8YhdMIvcLBUQ1rpLVwLNyyyRQ5se6i9e/bwflPWd/ne0Fz54g0xAb2h+MJLtktq5fLlhWrGTP6wxcLsFpLT55gpXuzc4QX0D/71wzji7OJJyvmVIm5VBghVN1O6lCOlSpUmfu7OpMvEdUItPMvHhhAPD18S6OVGagzQf+F0j7KOxM8/kJRyUpHJ6y4LVUNJKduT/QuJo4MbKRfgT+xV5Un+e+vqxtFOxft/rOUKkp2dLVQNeTwgRtnSAXzYmc0TuXv/Ht9MzIyZ/Lh86RL+Pv83Hz00Nuy2ZF0CBc0Hi9k5GxX7zoKrSoEn1g0Qc3m9SNHOp61LY80lCSRp8eg8ZTvmDzM0Nk9ewqm30o96KypFFqwbjMI/G/QZPc5GO38XXJY4Iy0+FpP/eIChDW1FminLlo4j4XvgWjUE5T10z5XLOrsaHs0+gLOLPZ7ExGHx+SfoFiAS9eTQoUPo1LYdXyFRr34wNm15IWInM0C5WbNyFbdYbk7OZOqUKUI1Y6aEcX8HcbV1ImX9fYmjV4jeYSOG1HQlPr4BxMPejiw+nCDUwnMvbCZxoF5CGR9P4td0rFB18YjUcbEjAaUDiLOtOzn8RMg5mKhs7zXwJna2KmJt5Uo2/fNUqFr45yfirHIh5QIDibvKnqw+lykS9OfN3n35XvBKSyty7sxZoT7npa6qtwa8zUfCrGj7e+H8BUI1Y6aE4RWMiraZyGK9rakPod8CIoIH8ZmwkKiRrnZGw+Cib3ZQqkFDKLPSAakUKQ/1jP5AovEkUwqJOhNq52oIthd6DqYoW9JhbDmVAHc3Vzgr0/DTet075qYlpkDNOsSpN5qdLYOXl+Ge7pZNG/noV/ny5VGtRnWhPiffvvIpU6dqZhanpGLnjjChmjFTknBAx5AApGWoIcuMxVW9auktRMSrIcnOgDKoFaoao+Vo3xAhAXJkqC2QFXtNP2Nx6xri1TJkZ6SicqvOeDkbJiib0hF2CjY8n4anKRKEttYdYvdu5F1I2Mg4NZSZjlXR0MDeGLYZA5v0Gv84HouWLBFqXvI1QEOHD+PrqVgsYxbn2YyZksi7owYhJTEZckU6jhy9LdSCIZdPIEqtQHpSInoMGS7Ugrlw4giu3NO9CHn44E5ITM6APOMm/owQohauHD8OtUKO5MQMvDdigFDzYvSySYJQu1Q2PBr0w5GLEXivke6dZg4cPAhLhQJpSQkIGTAShu6ZPG3qV3yROAvVHFw/WKgvIJpiL7F3zx4eXpW13Q4dOChUM2ZKFgNqeRJ3V1dSuf1HQimY1aNbEjcXV+Lk24QkCi1/MsjwkLLETqkitlZ25KPVJ4VeENGknocd8XRxIp0+2iC0gnm/eQA91pkENh4hlPwxdtku/Pg+gX1tol/P1x1S09WO+Ht7EUevusTQgMSLFywkTnYqYmUhIzExMUJ9mQINEKNDu3Z8qLWMf2mhmDFTslDfDiM+tjbEwcaRLDxY8I1O7uwg/iolUVnZk0WHYoWYP8lHFxFrSwdSLiCQL4ew9W0nUgrmTth04mBlS1QO/uRQtBDz4c6OGcTJxo7YqfzJEe3ZMEnZhjdwJd71B+lcXjGxc3Xi4uxKVPb+ZNs1wyNDO9jaEUf6mvjxJ0LJH60GiMGCR9vT14K5RV83Y8aMKbi7byEpZWtJLK09ycI/Lgj1OVGnNpIqLtbUqNiTj1adEKoWIn4nDjIrUtqPzalxIh51BokE7exfOII4KBRE5V6d7LgYJ9TnnN44i3hYSYmtyoesPqHD+giMXjbq//St7UGUXjXJj+HnhPacxNsnSf+mFYml3IqUKteQ7LmeJFL0Z+h7Q/hIernAMkIpGJ0G6Ojho0QhkRJrmZwkJycL1YyZkkVm9BkypGMwYQEp/CvUI/0HDiOjhw4kLWqVJzKqVWncjYRffCyO1s2+7yeQcp7uJCi4A/nrgf67kkSf2Uo6B5cjUkhIUN0WZNDQkWT4u/1IvbJeVJORkG4jyKVH4mA9MXbZGJvmf0R8lRbUGHqSkOZtSKe2oaRGWW96DQlx8ixPJs79uVA7Yly8cJHIhb1ITNTe0GW8NBExP2bP/JpvKlahUkWcv3BBqGbMlDxIUjT27DuCW5EPkKaWwc3LF8FNW8LfxUocUTwkRd/EgcPHEfngIbLlSnj6BqJpi+ZwMbQnNxemKNu104dw5uJNxCWkwMXdC2Wr1UWt8qVEquG4Obsg/vEj7N6zDyEtmglVC9wM6cGwIUP51Pghg/RzR82YMfPfIrRZC24jli5ZIhTd5DsMnx+Ll3yHPj174vtly/DdQuPtKGDGjJnXnw/GjkP4/r2YMW0GBg8ZIlQ9EIZIb8aOHsOt3I6wMKGYMWPmv8zcOd9wm8B2NTYMQv4PV8nEL1ZeKaEAAAAASUVORK5CYII= alt= width=99 height=24 /> Pg a-1 with a corresponding decrease in estimated land uptake. A rough estimate of sulfur chemistry during fossil fuel combustion also increases ocean uptake but by a much smaller amount. These corrections are small compared to existing estimates of the ï¬uxes and their uncertainties ((2.27 ± 0.60) and (1.05 ± 0.84) Pg a-1 for ocean and land respectively (Keeling and Manning, 2014)) but should be employed in future analyses." @default.
W4361279076 created "2023-03-31" @default.
W4361279076 date "2023-03-30" @default.
W4361279076 modified "2023-09-30" @default.
W4361279076 title "Comment on acp-2022-765" @default.
W4361279076 doi "https://doi.org/10.5194/acp-2022-765-rc3" @default.
W4361279076 hasPublicationYear "2023" @default.
W4361279076 type Work @default.
W4361279076 citedByCount "0" @default.
W4361279076 crossrefType "peer-review" @default.
W4361279076 hasBestOaLocation W43612790761 @default.
W4361279076 hasConcept C104779481 @default.
W4361279076 hasConcept C105923489 @default.
W4361279076 hasConcept C11413529 @default.
W4361279076 hasConcept C127313418 @default.
W4361279076 hasConcept C140205800 @default.
W4361279076 hasConcept C147789679 @default.
W4361279076 hasConcept C178790620 @default.
W4361279076 hasConcept C185592680 @default.
W4361279076 hasConcept C39432304 @default.
W4361279076 hasConcept C41008148 @default.
W4361279076 hasConcept C518881349 @default.
W4361279076 hasConcept C91586092 @default.
W4361279076 hasConceptScore W4361279076C104779481 @default.
W4361279076 hasConceptScore W4361279076C105923489 @default.
W4361279076 hasConceptScore W4361279076C11413529 @default.
W4361279076 hasConceptScore W4361279076C127313418 @default.
W4361279076 hasConceptScore W4361279076C140205800 @default.
W4361279076 hasConceptScore W4361279076C147789679 @default.
W4361279076 hasConceptScore W4361279076C178790620 @default.
W4361279076 hasConceptScore W4361279076C185592680 @default.
W4361279076 hasConceptScore W4361279076C39432304 @default.
W4361279076 hasConceptScore W4361279076C41008148 @default.
W4361279076 hasConceptScore W4361279076C518881349 @default.
W4361279076 hasConceptScore W4361279076C91586092 @default.
W4361279076 hasLocation W43612790761 @default.
W4361279076 hasOpenAccess W4361279076 @default.
W4361279076 hasPrimaryLocation W43612790761 @default.
W4361279076 hasRelatedWork W1510009351 @default.
W4361279076 hasRelatedWork W1970132168 @default.
W4361279076 hasRelatedWork W2141236214 @default.
W4361279076 hasRelatedWork W2351445414 @default.
W4361279076 hasRelatedWork W2358487679 @default.
W4361279076 hasRelatedWork W2363022081 @default.
W4361279076 hasRelatedWork W2382722476 @default.
W4361279076 hasRelatedWork W2386317107 @default.
W4361279076 hasRelatedWork W2899084033 @default.
W4361279076 hasRelatedWork W3022773092 @default.
W4361279076 isParatext "false" @default.
W4361279076 isRetracted "false" @default.
W4361279076 workType "peer-review" @default.