Derrick Kaseman

Dr. Derrick Kaseman

orcid

Research Focus & Metrics

Academic Career Length

17Years (2010-Present)

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

Representative Publications

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17 July 2013 in Journal of the American Chemical Society
Verified
Journal Article
Closed access
JFJames Fulmer
James Fulmer
OLOleg I. Lebedev
Oleg I. Lebedev
VRVladimir V. Roddatis
Vladimir V. Roddatis
DKDerrick Kaseman
Derrick Kaseman
SSSabyasachi Sen
Sabyasachi Sen
KKKirill Kovnir
Kirill Kovnir

17 March 2017 in Nano Letters
Verified
Journal Article
Closed access
LMLauren E. Marbella
Lauren E. Marbella
XGXing Yee Gan
Xing Yee Gan
DKDerrick Kaseman
Derrick Kaseman
JMJill E. Millstone
Jill E. Millstone

11 December 2013 in The Journal of Physical Chemistry B
Verified
Journal Article
Closed access
AMA. W. Mao
A. W. Mao
BAB. G. Aitken
B. G. Aitken
RYRandall Youngman
Randall Youngman
DKDerrick Kaseman
Derrick Kaseman
SSSabyasachi Sen
Sabyasachi Sen

8 April 2010 in The Journal of Physical Chemistry A
Verified
Journal Article
Closed access
MDMichael C. Davis
Michael C. Davis
DKDerrick Kaseman
Derrick Kaseman
SPSahar M. Parvani
Sahar M. Parvani
KSKevin J. Sanders
Kevin J. Sanders
PGPhilip J. Grandinetti
Philip J. Grandinetti
Pierre FlorianPierre Florian
Pierre Florian

4 June 2012 in The Journal of Chemical Physics
Verified
Journal Article
Open access
PDF file
JBJay H. Baltisberger
Jay H. Baltisberger
BWBrennan J. Walder
Brennan J. Walder
EKEric G. Keeler
Eric G. Keeler
DKDerrick Kaseman
Derrick Kaseman
KSKevin J. Sanders
Kevin J. Sanders
PGPhilip J. Grandinetti
Philip J. Grandinetti
We present an improved and general approach for implementing echo train acquisition (ETA) in magnetic resonance spectroscopy, particularly where the conventional approach of Carr-Purcell-Meiboom-Gill (CPMG) acquisition would produce numerous artifacts. Generally, adding ETA to any N-dimensional experiment creates an N + 1 dimensional experiment, with an additional dimension associated with the echo count, n, or an evolution time that is an integer multiple of the spacing between echo maxima. Here we present a modified approach, called phase incremented echo train acquisition (PIETA), where the phase of the mixing pulse and every other refocusing pulse, ϕP, is incremented as a single variable, creating an additional phase dimension in what becomes an N + 2 dimensional experiment. A Fourier transform with respect to the PIETA phase, ϕP, converts the ϕP dimension into a Δp dimension where desired signals can be easily separated from undesired coherence transfer pathway signals, thereby avoiding cumbersome or intractable phase cycling schemes where the receiver phase must follow a master equation. This simple modification eliminates numerous artifacts present in NMR experiments employing CPMG acquisition and allows “single-scan” measurements of transverse relaxation and J-couplings. Additionally, unlike CPMG, we show how PIETA can be appended to experiments with phase modulated signals after the mixing pulse.

22 February 2015 in Journal of the American Chemical Society
Verified
Journal Article
Closed access
KLKathleen Lee
Kathleen Lee
DKDerrick Kaseman
Derrick Kaseman
SSSabyasachi Sen
Sabyasachi Sen
IHIvan Hung
Ivan Hung
ZGZhehong Gan
Zhehong Gan
KKKirill Kovnir
Kirill Kovnir