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Journal Articles

Recursive Identification of Thermal Convection

H. M. Park, W. J. Lee

Publisher: ASME

J. Dyn. Sys., Meas., Control. March 2003, 125(1): 1–10.

https://doi.org/10.1115/1.1540116

Published Online: March 10, 2003

View Article titled, Recursive Identification of Thermal Convection

Topics: Construction, Convection, Differential equations, Eigenfunctions, Heat flux, Kalman filters, Temperature, Galerkin method, Errors

Journal Articles

On the Solution of Multidimensional Inverse Heat Conduction Problems Using an Efficient Sequential Method

H. M. Park, W. S. Jung

Publisher: ASME

J. Heat Mass Transfer. December 2001, 123(6): 1021–1029.

https://doi.org/10.1115/1.1409260

Published Online: April 19, 2001

View Article titled, On the Solution of Multidimensional Inverse Heat Conduction Problems Using an Efficient Sequential Method

Topics: Differential equations, Heat conduction, Heat flux, Temperature measurement, Algorithms, Dynamic models, Computers, Eigenfunctions, Inverse problems, Filtration

Journal Articles

Boundary Optimal Control of Natural Convection by Means of Mode Reduction

H. M. Park, W. J. Lee

Publisher: ASME

J. Dyn. Sys., Meas., Control. March 2002, 124(1): 47–54.

https://doi.org/10.1115/1.1435646

Published Online: October 30, 2000

View Article titled, Boundary Optimal Control of Natural Convection by Means of Mode Reduction

Topics: Heat flux, Natural convection, Optimal control, Dynamic models, Gradient methods, Partial differential equations, Eigenfunctions, Convection

Journal Articles

Inverse Natural Convection Problem of Estimating Wall Heat Flux Using a Moving Sensor

H. M. Park, O. Y. Chung

Publisher: ASME

J. Heat Mass Transfer. November 1999, 121(4): 828–836.

https://doi.org/10.1115/1.2826072

Published Online: November 1, 1999

View Article titled, Inverse Natural Convection Problem of Estimating Wall Heat Flux Using a Moving Sensor

Topics: Heat flux, Natural convection, Sensors

Journal Articles

A Reduction Method for the Boundary Control of the Heat Conduction Equation

H. M. Park, O. Y. Kim

Publisher: ASME

J. Dyn. Sys., Meas., Control. September 2000, 122(3): 435–444.

https://doi.org/10.1115/1.1286365

Published Online: November 18, 1998

View Article titled, A Reduction Method for the Boundary Control of the Heat Conduction Equation

Topics: Dynamic models, Eigenfunctions, Heat conduction, Optimal control, Partial differential equations, Optimization, Differential equations

Journal citation

NARROW

Recursive Identification of Thermal Convection

On the Solution of Multidimensional Inverse Heat Conduction Problems Using an Efficient Sequential Method

Boundary Optimal Control of Natural Convection by Means of Mode Reduction

Inverse Natural Convection Problem of Estimating Wall Heat Flux Using a Moving Sensor

A Reduction Method for the Boundary Control of the Heat Conduction Equation

ASME Journals

ASME Conference Proceedings

ASME eBooks

Resources

Opportunities

Recursive Identification of Thermal Convection

On the Solution of Multidimensional Inverse Heat Conduction Problems Using an Efficient Sequential Method

Boundary Optimal Control of Natural Convection by Means of Mode Reduction

Inverse Natural Convection Problem of Estimating Wall Heat Flux Using a Moving Sensor

A Reduction Method for the Boundary Control of the Heat Conduction Equation

ASME Journals

ASME Conference Proceedings

ASME eBooks

Resources

Opportunities

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