Self-heating of damp cellulosic materials: II. On the steady states of the spatially distributed case

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[1] Sisson, R.A.

[2] Swift, A.

[3] Wake, G.C.

[4] Gray, B.F.

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Sisson, R.A. | 1600年 / 50期

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共 10 条

[1] THE SELF-HEATING OF DAMP CELLULOSIC MATERIALS .2. ON THE STEADY-STATES OF THE SPATIALLY DISTRIBUTED CASE
SISSON, RA
SWIFT, A
WAKE, GC
GRAY, BF
IMA JOURNAL OF APPLIED MATHEMATICS, 1993, 50 (03) : 285 - 306
[2] THE SELF-HEATING OF DAMP CELLULOSIC MATERIALS .1. HIGH THERMAL-CONDUCTIVITY AND DIFFUSIVITY
SISSON, RA
SWIFT, A
WAKE, GC
GRAY, BF
IMA JOURNAL OF APPLIED MATHEMATICS, 1992, 49 (03) : 273 - 291
[3] ON MATHEMATICAL-MODELING OF THE SELF-HEATING OF CELLULOSIC MATERIALS
SISSON, RA
BULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY, 1992, 45 (02) : 351 - 351
[4] Self-heating tests to establish the shipping safety of solid materials: The case for briquetted peat
Jones, JC
JOURNAL OF FIRE SCIENCES, 1996, 14 (05) : 342 - 345
[5] Cold Start of a PEMFC using Alternating Hydrogen Pump: Part II. Optimization and Comparison with Rapid Self-Heating
Xu, Haosen
Wang, Shangshang
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JOURNAL OF THE ELECTROCHEMICAL SOCIETY, 2023, 170 (02)
[6] Thermo-electro-mechanical behavior of ferroelectric materials part II: Introduction of rate and self-heating effects
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Lynch, CS
JOURNAL OF INTELLIGENT MATERIAL SYSTEMS AND STRUCTURES, 2003, 14 (10) : 605 - 621
[7] Mathematical Modeling of Quadratically Nonlinear Spatially Distributed Systems. II. The Case of Continuously Defined Initial–Boundary External-Dynamic Perturbations
V. A. Stoyan
Cybernetics and Systems Analysis, 2021, 57 : 906 - 917
[8] Constructing Integral Mathematical Models of Two Classes of Nonlinear Spatially Distributed Systems. II. the Case of Continuously Defined External-Dynamic Perturbations*
V. A. Stoyan
Cybernetics and Systems Analysis, 2020, 56 : 100 - 109
[9] Mathematical Modeling of Quadratically Nonlinear Spatially Distributed Systems. II. The Case of Continuously Defined Initial-Boundary External-Dynamic Perturbations
Stoyan, V. A.
CYBERNETICS AND SYSTEMS ANALYSIS, 2021, 57 (06) : 906 - 917
[10] Constructing Integral Mathematical Models of Two Classes of Nonlinear Spatially Distributed Systems. II. the Case of Continuously Defined External-Dynamic Perturbations*
Stoyan, V. A.
CYBERNETICS AND SYSTEMS ANALYSIS, 2020, 56 (01) : 100 - 109

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