Search Results - "Kuang, Z. F."

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  1. 1

    The generalized theory of neutron noise in a random medium by Kuang, Z. F., Pázsit, I.

    “…The purpose of this paper is to develop a generalized formalism with which both the inherent neutron fluctuations in a steady system (the so–called zero power…”
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  2. 2

    A unified theory of zero power and power reactor noise via backward master equations by Pázsit, I., Kuang, Z.F., Prinja, A.K.

    Published in Annals of nuclear energy (2002)
    “…Traditionally, zero power noise, i.e. inherent neutronic fluctuations in a steady medium, and power reactor noise are treated as two separate phenomena. They…”
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  3. 3
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    A CLASS OF SEMI-LINEAR EVOLUTION EQUATIONS ARISING IN NEUTRON FLUCTUATIONS by Kuang, Z. F., Pázsit, I.

    Published in Transport theory and statistical physics (21-05-2002)
    “…A class of semi-linear evolution equations arising in neutron fluctuation theory was studied. The local and global existence and uniqueness of the solution…”
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  5. 5

    Ion transit pathways and gating in ClC chloride channels by Yin, Jian, Kuang, Zhifeng, Mahankali, Uma, Beck, Thomas L.

    “…ClC chloride channels possess a homodimeric structure in which each monomer contains an independent chloride ion pathway. ClC channel gating is regulated by…”
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  6. 6

    Calculating reactor transfer functions by Padé approximation via Lanczos algorithm by Kuang, Zhifeng, Pázsit, Imre, Ruhe, Axel

    Published in Annals of nuclear energy (01-11-2001)
    “…An effective method of solving the one-speed transport equation in frequency domain is demonstrated in this paper, the so-called Padé approximation via Lanczos…”
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  7. 7

    SPECTRUM OF THE TRANSPORT OPERATOR IN A NONUNIFORM SLAB WITH GENERALIZED BOUNDARY CONDITIONS by Kuang, Zhifeng, Yang, Mingzhu, Zhu, Guangtian

    Published in Transport theory and statistical physics (10-01-2002)
    “…Spectral properties of the transport operator in a nonuniform slab with generalized boundary conditions were first studied in Ref. [1] . The author showed that…”
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