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1 | initial version |
Lu Xing and Jeff Spitler have developed a two-harmonic analytical model for the estimation of undisturbed ground temperatures for engineering applications that is described in three companion papers: 1. Xing and Spitler 2017. Prediction of undisturbed ground temperature using analytical and numerical modeling. Part I: Model development and experimental validation. Science and Technology for Built Environment 23:787-808. 2. Xing and Spitler 2017. Prediction of undisturbed ground temperature using analytical and numerical modeling. Part II: Methodology for developing a world-wide dataset. Science and Technology for Built Environment 23:809-825. 3. Xing, Spitler, and Bandyopadhyay 2017. Prediction of undisturbed ground temperature using analytical and numerical modeling, Part III: Experimental validation of a world-wide dataset. Science and Technology for Built Environment 23:826-842. (quoting from the abstract from paper 2):
2 | No.2 Revision |
Lu Xing and Jeff Spitler have developed a two-harmonic analytical model for the estimation of undisturbed ground temperatures for engineering applications that is described in three companion papers:
1. papers:
Xing and Spitler 2017. Prediction of undisturbed ground temperature using analytical and numerical modeling. Part I: Model development and experimental validation. Science and Technology for Built Environment 23:787-808.
2. 23:787-808.
Xing and Spitler 2017. Prediction of undisturbed ground temperature using analytical and numerical modeling. Part II: Methodology for developing a world-wide dataset. Science and Technology for Built Environment 23:809-825.
3. 23:809-825.
Xing, Spitler, and Bandyopadhyay 2017. Prediction of undisturbed ground temperature using analytical and numerical modeling, Part III: Experimental validation of a world-wide dataset. Science and Technology for Built Environment 23:826-842.
(quoting
23:826-842.
(excerpt from the abstract for Paper 2):
"... a two-harmonic analytical model which is used for the estimations of undisturbed ground temperatures for engineering applications has been developed. This model relies on a second-order harmonic relationship and five weather-related constants - annual average ground temperature, two temperature amplitudes, and two phase lags to predict the ground temperatures. These parameters are estimated using temperature results calculated from paper 2):