Joseph J H Ackerman

Dr. Joseph J H Ackerman


Research Focus & Metrics

Academic Career Length

35Years (1992-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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8 January 2010 in Pest Management Science
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XGXia Ge
Xia Ge
DDD André D'AVignon
D André D'AVignon
JAJoseph J H Ackerman
Joseph J H Ackerman
RSR Douglas Sammons
R Douglas Sammons

26 January 2012 in Journal of Agricultural and Food Chemistry
Verified
Journal Article
Closed access
XGXia Ge
Xia Ge
DDD. André D’avignon
D. André D’avignon
JAJoseph J H Ackerman
Joseph J H Ackerman
ACAlberto Collavo
Alberto Collavo
MSMaurizio Sattin
Maurizio Sattin
CPChristopher Preston
Christopher Preston

14 April 2011 in Pest Management Science
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Journal Article
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XGXia Ge
Xia Ge
DDDana André D'AVignon
Dana André D'AVignon
JAJoseph J H Ackerman
Joseph J H Ackerman
BDBill Duncan
Bill Duncan
MSMarvin B Spaur
Marvin B Spaur
RSRobert Douglas Sammons
Robert Douglas Sammons

4 July 2017 in Magnetic Resonance in Medicine
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Journal Article
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DYDonghan M Yang
Donghan M Yang
JHJames E. Huettner
James E. Huettner
GBG. Larry Bretthorst
G. Larry Bretthorst
JNJeffrey J. Neil
Jeffrey J. Neil
JGJoel R. Garbow
Joel R. Garbow
JAJoseph J H Ackerman
Joseph J H Ackerman

28 July 2010 in NMR in Biomedicine
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Journal Article
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JAJoseph J H Ackerman
Joseph J H Ackerman
JNJeffrey J. Neil
Jeffrey J. Neil

25 August 2008 in Magnetic Resonance in Medicine
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Journal Article
Open access
PDF file
APAndrew M. Prantner
Andrew M. Prantner
GBG. Larry Bretthorst
G. Larry Bretthorst
JNJeffrey J. Neil
Jeffrey J. Neil
JGJoel R. Garbow
Joel R. Garbow
JAJoseph J H Ackerman
Joseph J H Ackerman
Longitudinal relaxation of brain water 1H magnetization in mammalian brain in vivo is typically analyzed on a per‐voxel basis using a monoexponential model, thereby assigning a single relaxation time constant to all 1H magnetization within a given voxel. This approach was tested by obtaining inversion recovery (IR) data from gray matter of rats at 64 exponentially spaced recovery times. Using Bayesian probability for model selection, brain water data were best represented by a biexponential function characterized by fast and slow relaxation components. At 4.7T, the amplitude fraction of the rapidly relaxing component is 3.4% ± 0.7% with a rate constant of 44 ± 12 s−1 (mean ± SD; 174 voxels from four rats). The rate constant of the slow relaxing component is 0.66 ± 0.04 s−1. At 11.7T, the corresponding values are 6.9% ± 0.9%, 19 ± 5 s−1, and 0.48 ± 0.02 s−1 (151 voxels from four rats). Several putative mechanisms for biexponential relaxation behavior were evaluated, and magnetization transfer (MT) between bulk water protons and nonaqueous protons was determined to be the source of biexponential longitudinal relaxation. MR methods requiring accurate quantification of longitudinal relaxation may need to take this effect explicitly into account. Magn Reson Med 60:555–563, 2008.