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Morphing steady‐state free precession

Magnetic Resonance in Medicine, 2007
AbstractA novel concept for visualization of positive contrast originating from susceptibility‐related magnetic field distortions is presented. In unbalanced steady‐state free precession (SSFP) the generic, gradient‐induced dephasing competes with local gradient fields generated by paramagnetic materials. Thus, within the same image, SSFP may morph its
Bieri, O.   +3 more
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Steady States

1987
Abstract This chapter examines the properties of steady states. It is shown that most of the familiar properties remain valid in the present model. The chapter focuses on the usual kind of steady state — defined by the condition that the composition of the capital stock, its proportional division into various categories — remains ...
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How steady are vowel steady-states?

Clinical Linguistics & Phonetics, 1998
The duration of vowel steady-states (VSS) was examined acoustically in the speech production of 40 normal young adults. VSS was assessed according to formant frequency changes in sustained /i/ productions and consonant +/i/ + /d/(/Cid/) productions. The duration of the VSS was measured for the first and second formants (Fl and F2) by incorporating a ...
Michael Blomgren, Michael Robb
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Steady-state evoked potentials

Journal of the Optical Society of America, 1977
The advantages of steady-state EP recording include (1) speed in assessing sensory function in normal and sick infants (e.g., in amblyopia) and in sick adults (e.g., in multiple sclerosis); (2) monitoring certain activities of sensory pathways that do not intrude into conscious perception; (3) rapidly assessing sensory function when a large number of ...
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The Steady State Economy

1992
Over the next 85 years world population is expected to grow from five to at least eight billion people. So a no growth economy is not a realistic assumption for the near future. In the long run, however, a realistic option might be a steady state economy in which both population and the human economy are constant.
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Steady/Steady State Mode Interactions

2000
In this chapter we study mode interactions in the stationary reaction-diffusion equation $$G\left( {u,\lambda ,d} \right): = \left( {\begin{array}{*{20}{c}} {\Delta {u_1} + {f_1}\left( {u,\lambda } \right)} \\{d\Delta {u_2} + {f_2}\left( {u,\lambda } \right)} \\\end{array}} \right) = 0,\quad u: = \left( {{u_1},{u_2}} \right) $$ (12.1) in D 4 ...
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Experimental demonstration of the mechanism of steady-state microbunching

Nature, 2021
Xiujie Deng, Joerg Feikes, Wenhui Huang
exaly  

Steady Floquet–Andreev states in graphene Josephson junctions

Nature, 2022
Wonjun Lee, Seong Jang, Jinho Park
exaly  

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