CINXE.COM

<!DOCTYPE html><html lang="en-US"><head><title>Just a moment...</title><meta http-equiv="Content-Type" content="text/html; charset=UTF-8"><meta http-equiv="X-UA-Compatible" content="IE=Edge"><meta name="robots" content="noindex,nofollow"><meta name="viewport" content="width=device-width,initial-scale=1"><style>*{box-sizing:border-box;margin:0;padding:0}html{line-height:1.15;-webkit-text-size-adjust:100%;color:#313131;font-family:system-ui,-apple-system,BlinkMacSystemFont,Segoe UI,Roboto,Helvetica Neue,Arial,Noto Sans,sans-serif,Apple Color Emoji,Segoe UI Emoji,Segoe UI Symbol,Noto Color Emoji}body{display:flex;flex-direction:column;height:100vh;min-height:100vh}.main-content{margin:8rem auto;max-width:60rem;padding-left:1.5rem}@media (width <= 720px){.main-content{margin-top:4rem}}.h2{font-size:1.5rem;font-weight:500;line-height:2.25rem}@media (width <= 720px){.h2{font-size:1.25rem;line-height:1.5rem}}#challenge-error-text{background-image:url(data:image/svg+xml;base64,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);background-repeat:no-repeat;background-size:contain;padding-left:34px}@media (prefers-color-scheme:dark){body{background-color:#222;color:#d9d9d9}}</style><meta http-equiv="refresh" content="120"></head><body class="no-js"><div class="main-wrapper" role="main"><div class="main-content"><noscript><div class="h2"><span id="challenge-error-text">Enable JavaScript and cookies to continue</span></div></noscript></div></div><script>(function(){window._cf_chl_opt={cvId: '3',cZone: "publications.waset.org",cType: 'non-interactive',cRay: '91360739b9f340aa',cH: 'WMq3h73XNTdBL4zhoCV34JsHf5HUoK6Wp.njrWNvAxY-1739797938-1.2.1.1-doEskPDjocCXkr4YlgOWWR8xhOhaQECVGYV2ffMeBfsrWgDBjK3LVaS8t7lamsV2',cUPMDTk: "\/abstracts\/13267\/mathematical-modeling-of-cell-volume-alterations-under-different-osmotic-conditions?__cf_chl_tk=sWCsMYIng3OjlVpmGuomdXBFXxcPZ_Xk1Lvm91DQ9IM-1739797938-1.0.1.1-qPXG7C6_dxx45ty69MjVb_Kfds8DSWu2F5PR7SGPElE",cFPWv: 'b',cITimeS: '1739797938',cTTimeMs: '1000',cMTimeMs: '120000',cTplC: 0,cTplV: 5,cTplB: 'cf',cK: "",fa: "\/abstracts\/13267\/mathematical-modeling-of-cell-volume-alterations-under-different-osmotic-conditions?__cf_chl_f_tk=sWCsMYIng3OjlVpmGuomdXBFXxcPZ_Xk1Lvm91DQ9IM-1739797938-1.0.1.1-qPXG7C6_dxx45ty69MjVb_Kfds8DSWu2F5PR7SGPElE",md: "UL6gtBy0DGKN01NJgwH6pKB2boVne.bej3z1AmMINdU-1739797938-1.2.1.1-MMofuUPRQfL5nIpSP376qUxYVX075j9Uux0v2vdLWqysrlOPkNsYpGBtPcfokWjYTCsLSsJrLXvodvqghzzJg8iQv.nPx8sF.9VZCEdtX5Z39jrS_VbG1YPYCCvAI.h9H7V52mh4gpjypqO50i9iciEj.4h82.RWK_Odp1x1N6Sgw.lhJA9QQUOFYVrGL6fQmVYbUNWnRSFIG13OlxhRhX7IB.l6b8JHtDCOHnvn7dlXcWSERvlCLwbJKm8yRUAb009gKAyJHebzUcKB7DXXloxINIKCUtIycHcfa4xtq7.Y2X8_iSTHd9_gBkBSzlryguUM4n4BbProCLv_xw8FqRwHuYBSvJv_WoDMJciC3b5rhyq2gLs7XrSCwtabF8t5oi3xVZFItUN5FaXbQk.eAXr4vsp._QRDKCKKoOA0qjr3IAPqltlCGg2fj3swp04Dn.7mzmjgLhbcu7H_9foGI9Q2USReyB.MPWqoaLLIpW0L_RO8pFKtv83AX_mVbKqGW.C7_lOmd4uUFsyJCvmL0XF6PDcQC1Cd4eJS65lvKkLdEz2ZjWLz4VQk55gIxbUg.wqAWkapWupFTsWSuDIc6WOEv2eVoYXn7n0VJIMH1tWhcdUNRL6iSpI2kxgMm8znfm0_x13JhWWB.1dYLeVLdEpP88OVx6.8QEilkvpj2mMPK3tzHbxu90WzrdtJjOPOKlQhkR0ZCsceoYA9Q0qj5pkAcc2oKH4VFgjJk_KCRfflHdPaL6u3XSN4U9p2UN5S05H1yWbYj1p.0mtRUVVZMzoA492qd4tUYxZhg745ehevE2VRKYKR1EMNKE6b_q9oHv0HX7BlD5PGzO2KD8vDPScrLHbGfW_d5wcdcbF8wlbl41XZbrEwGppQw7c15C51QI8rDueS9qHxmwiIWqF_kxvncTQhCQPpdmtfALI9v4fz735Ck6IwsZ4a0WvVW2ZJMlfVv2cG4oi.Ez4GaYezXg3As5J2CKnOCJBAwFki397dmTR_0_K8n5GXH2DVKbUHAP9SX6zljikk3MoWBxZoiqhEt9L8uPTIZTCfMyf9BqjQlnsZwu7cSUD0PO.ZPfL6dpG.wQz92WQb0jLCPmhHRBqpozlwdT2wuwHj4j4bHUx.QP1fgZXgotY_Kz7tb7NAsTj9XAuf6WvKe9VocsW6wG.7aMdqR9og8bbkja53Z110PZuFHD1zuiV3Pw_4ECIMQpTEFh7_kErRTlWzatrptq2O9uJoEBpQiU3ETPHtxYfQq4w_bnr9xh59JW2mazQKPR0D.PThNdQZfJ1jFQ7u1ry.iT9o4zi5HA8j5mBe40TPyiZF1IAl4Ukv8Rjv1bcIQPXXABQgH3fw59oVAdCpHMMYzekbUwjlPPLFR8s1.FhuWMuJmQwKJplcyEsSROdQWaC.qRsHWOI23cYXsD9nb_tkG6ch.nytrPt2_Wx1UeXNlJ1iI_BbjzFMf3x_ZQR2k7TX3XdMOpkxjUwbZpZ8Fv9SR9eIudlwhVpkez776LG1xVV2BCnhkeHSD1K1hBhUzYxEGed27oK65JlG_EoYQDpfy1Br2qN92YWGao3P5peGYiDgTmZ2OyaFbbWUTqNd_LYZiduiz0BM3TXWoF4wFFn8MlQZLdHe4JMqRBc.FyQ.QWTf1RR6zSGIKiYdK_Oa3H19dE2Wx3MeUEBVhU14qWWFBteq52pfKV.Vq_SjW4U9_jfNspim.JVM0mHU6RXg60U7l0_ekoixQhsk_R_hx5dzsnjjSK.uwLhG54eK4svsoqnoYih_adjQRRVBravqOLanE.nLKv.9itsOtx8TNM0gNG6cke3SF8G2JOUtbsivmYYSenTHCQ4XxXkaGDX5YvjMyJfYH0jbzVAXZ5jsw3tRls7nuNXwaMSXuUPY7D2ngQnvYWcuoDwQYkkKNDfh1OBqfY3yY3X5usMT7MS2KPOGNLl3thYeDVoKVA8UjPewGr0lJF0R.equ2cfFXYNTGLjHb6ZzkJfJlL_y2JGHqbLf2Noh_YNfZrwwtlHqXl0.pNcRPqTkaTRnXA08UpKKvTM99ri6sxetJWU54lLdejq__1eqYSOKZtn2laUGlxZyzlIvrRotlARuBuBLiwW2DL2ODQzns.NPx7O20_KGqA",mdrd: "WhFsHChDtEePQvLr1XZGYu8cX4eNxng8HqSZB9x2_RA-1739797938-1.2.1.1-MTwYd7LjIyZc3BRs9SXbNBBp72WD0b3bBSFuvRNYU_AXlSzv8PbXc5fQCmVynnf93aumMdASgbNJBIFkFIfuSRpleVkQubMD7CYzRo0fFfV7hO.x38m.oKZe_JcgR0HMZcWkmhvtzg1WKVLOGr0vsrysWFuZ3iDc1GfrPm.oz838OUaEgaD5AOCoYDM7G.XOCHXc.cszSN6L7k9QXDmqGQfI8RI5swLYQ6yri7rT8qfNdahqjeiZk3YCMzynV4BfpLu813hyhSXApMnHG_9oZQONzR4bPgnyNg9HiLjckWtgGATom1nwSjAR1HS4gLPW5tJw1DfC01DFrKWGYrJ.bju4eDXP.1H6uI0t67YZA8KX.DIfJ8I8pLjTbDP05m.D2OqvMAZ0bAO4QOfwUBT_JIkgSHRKueH6B.fKJk7_GrJ.CF0.Di1fJZqfwJorSVmEcPfUCV6sK2PfX76CzCmNIQp27kFVfO02jwAjF4m2dlXjGJBUziVpqnFtLlDYYJl1xF_PUXDPKck4kh6E7aGUoXbCXylDStdmNTjikgCOPM00DxziAKkS_NEa3AwoG9uExbEmFgwesKK4OnCxNkvblNXiHyZF9c3_dclOeIl_UXZDIBriukUs_s1HzVatdvr1a5cLXzbvDB3HJnwHXeogPlfjqjtHlz8iBGypcRJuF7sWpvddZUl_kAG0MxhkGtu5eE_0XBVtf5y9zBEdd3nt9zkKWbIdcIahXU5AgGEM1OvsLW7.37sRypTtjM5_0c8ofAWHEiPim1Zno7HU_5UQPMz57oGCWUWEaD3e2sra1tUwRopvr5vX71j9sqElYkPDvAXgyTcvzcft2QwOMErBjJRfhg5kzGBhehVMmk9XoXxMWet6WdCYvD23D.TCTIovTnpC3vohvDDdV2PtfJGGXVv3uBg.a1tRoqQruNduUNvoW28_3HZtgceCeK4MuLn_iCgHoUGB.an5MgtuFP4LFdfg42Py89p4SYaDfWnQFlSlEBLkOEQY6Xs2tPgup4frBTwp6H92PzgjsPufrJLELs45F9YaJMWQfZE_59Ht3gm7LNkS0IehcQRKza0M0vBEjCYg9OFtcWCEGvOE_FZkWFPBiWk5TGtWUKKZE0nMB2gbs8IGyjuzrlfVOo9C0mcqJjMa7M2WNb0XmSHjjw7B0BYWGuhW5eBbgVbPb6GIq16YyKxqLP6TqfuEqvWfS9E_9UTInF_mVqg2cluTnOweWe.c.qlMT2z_6P6.XUxHZ2Dh3wkwkbrcdvdQapyc.UntyqY3xH7GOFjDnpdrxMUIBA8njsqpVYK_88ug28h0rIRN0wQiZVH6jULQalCjmVrXdBXpAQlEvA55AYGQhuXV6JYWa4ZAKFRbs.px4sCERL9hGPw_zGlQnOHJe7N2DS70OeyQ5jwPEfeY1jDueevV0doV5bQUnKIIgGA7lxX4hDR9xQcC1SAauTIr6hxBe2PzZ5N2t9CpBVZuCmTyf8hSw9pI06.kXhhDInslS8pt7UUOM6K0jpsZNIQ_sN88vk8o0ZGnUONMLBcAOILPbyYJdd_56xyX66y6KMVMcJOiPtjfp_IbVy0s1BpgZBqGsrJTpyOJbywc0yxfLbLATuwdc2_3suh49OKpCLAv43K9K2un9U.IwsI47DiTGBzjjXiJlZCmmkfJGV_P6ctkkTqCqbS0cEja68W8ET4TKHp3bs_NUKd04zMka5Hh9.Rjrqv5LdXpjfIQiE0lDMpgGqXfiCey0y0uZwDZuvwsai6agIvct7aiNAdUgV6SnALFmD3lv6wcY..JNXYe5ev8WuiWiDJ7E6Y_8l2DZpWOvmobddGBzni1ONgtW50cIowa9JZgB0mXiDY_FxDxmr05NYu_gS2gDRF7.1vGIqSdHE.7xFCil1YZah5a74fCAtGmSQnRXGAZcHr4IjdReDCzPT1EICS4B14oNRpBJsldkvqSqiFPCMOGRPSnUe9pkBNCBjZl"};var cpo = document.createElement('script');cpo.src = '/cdn-cgi/challenge-platform/h/b/orchestrate/chl_page/v1?ray=91360739b9f340aa';window._cf_chl_opt.cOgUHash = location.hash === '' && location.href.indexOf('#') !== -1 ? '#' : location.hash;window._cf_chl_opt.cOgUQuery = location.search === '' && location.href.slice(0, location.href.length - window._cf_chl_opt.cOgUHash.length).indexOf('?') !== -1 ? '?' : location.search;if (window.history && window.history.replaceState) {var ogU = location.pathname + window._cf_chl_opt.cOgUQuery + window._cf_chl_opt.cOgUHash;history.replaceState(null, null, "\/abstracts\/13267\/mathematical-modeling-of-cell-volume-alterations-under-different-osmotic-conditions?__cf_chl_rt_tk=sWCsMYIng3OjlVpmGuomdXBFXxcPZ_Xk1Lvm91DQ9IM-1739797938-1.0.1.1-qPXG7C6_dxx45ty69MjVb_Kfds8DSWu2F5PR7SGPElE" + window._cf_chl_opt.cOgUHash);cpo.onload = function() {history.replaceState(null, null, ogU);}}document.getElementsByTagName('head')[0].appendChild(cpo);}());</script></body></html>