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Approximation of Thermal Equilibrium for Quantum Gases with Discontinuous Potentials and Application to Semiconductor Devices
Carl Gardner
, Christian Ringhofer
Mathematical and Statistical Sciences, School of (SoMSS)
Research output
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Contribution to journal
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Article
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peer-review
35
Scopus citations
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Dive into the research topics of 'Approximation of Thermal Equilibrium for Quantum Gases with Discontinuous Potentials and Application to Semiconductor Devices'. Together they form a unique fingerprint.
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Mathematics
Thermal Equilibrium
100%
Semiconductor Devices
89%
Gas
62%
Quantum Hydrodynamics
43%
Hydrodynamic Model
36%
Approximation
33%
Second derivative
27%
Asymptotic Analysis
25%
Semiconductor Device Simulation
22%
Transient Solution
18%
Liouville Equation
17%
Equilibrium Distribution
16%
Nonlinear PDE
16%
Stress Tensor
15%
Piecewise continuous
15%
Statistical Mechanics
14%
Asymptotic Solution
14%
Partition Function
13%
Conservation Laws
12%
Distribution Function
11%
Approximate Solution
10%
Valid
9%
Term
7%
Engineering & Materials Science
Semiconductor devices
77%
Asymptotic analysis
58%
Hydrodynamics
56%
Liouville equation
41%
Gases
37%
Derivatives
36%
Statistical mechanics
32%
Hot Temperature
31%
Distribution functions
22%
Tensors
21%
Conservation
21%
Temperature
8%