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Articles Published Processes
9/15/2014 9:53:00 AM | Browse: 1119 | Download: 884
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Received |
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2013-10-07 15:30 |
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Peer-Review Started |
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2013-10-08 09:35 |
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To Make the First Decision |
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2013-12-25 18:00 |
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Return for Revision |
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2013-12-30 14:56 |
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Revised |
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2014-01-16 20:08 |
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Second Decision |
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2014-03-04 09:59 |
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Accepted by Journal Editor-in-Chief |
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Accepted by Executive Editor-in-Chief |
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2014-03-04 10:30 |
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Articles in Press |
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Publication Fee Transferred |
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Edit the Manuscript by Language Editor |
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2014-04-03 10:57 |
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Typeset the Manuscript |
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2014-04-12 15:07 |
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Publish the Manuscript Online |
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2014-04-14 17:09 |
Category |
Medical Informatics |
Manuscript Type |
Review |
Article Title |
Physics and mathematics of magnetic resonance imaging for nanomedicine: An overview
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Manuscript Source |
Invited Manuscript |
All Author List |
Odey Samuel Onwu, Oluwaseun Michael Dada and Omotayo Bamidele Awojoyogbe |
Funding Agency and Grant Number |
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Corresponding Author |
Oluwaseun Michael Dada, Department of Physics, Federal University of Technology, P.M.B. 65, Minna, Niger State 920001, Nigeria. das_niger@yahoo.co.uk |
Key Words |
Bloch flow equations; Rotational diffusion; Molecular dynamics of biological fluids; Nuclear magnetic resonance diffusion equation; Rotational correlation time; Spherical harmonics; Molecular flow |
Core Tip |
Magnetic resonance imaging is one of the most powerful methods for investigating structural and dynamics of biological matter. Based on quantum mechanical principles applied to Bloch nuclear magnetic resonance (NMR) flow equations, we aimed to apply the analytical solutions obtained from the Bloch NMR flow equations to nanomedicine. This may trigger research towards the design of nano devices that capable of delivering drugs directly to specifically targeted cells, with the possibility of very early diagnosis of diseases and treating them with powerful drugs at the pathological site alone, reducing any harmful side effects. |
Publish Date |
2014-04-14 17:09 |
Citation |
Onwu OS, Dada OM, Awojoyogbe OB. Physics and mathematics of magnetic resonance imaging for nanomedicine: An overview. World J Transl Med 2014; 3(1): 17-30 |
URL |
http://www.wjgnet.com/2220-6132/full/v3/i1/17.htm |
DOI |
http://dx.doi.org/10.5528/wjtm.v3.i1.17 |
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