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Authors
Affiliations
1 University of Gorakhpur, Gorakhpur, (V. F.), IN
Source
The Journal of the Indian Mathematical Society, Vol 35, No 1-4 (1971), Pagination: 249-254
Abstract
By taking a form of Lagrange's equations of motion, Jones [1] studied unsteady, non-homentropic flow of a polytropic gas in one dimension. He found an exact solution representing progressive waves and applied it to the problem of a shock advancing into a region in which the pressure was constant but density and so the temperature varied according to a simple power law.