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Viscous Damping of Surface Waves

100%

Kholief I. A.

Mechanics and Mechanical Engineering

2005

tom Vol. 9, nr 2

111--114

In this article, the viscous damping of surface waves in a layer of constant depth is determined. A viscous term is included in Bernoulli equation, which agrees with Navier-Stoke's equation as proved here. The X dependence of the amplitude of the damped wave is determined by similarity and Fourier transforms.

Impulsive Flow in a Horizontal Layer

100%

Kholief I. A.

Mechanics and Mechanical Engineering

2005

tom Vol. 9, nr 2

147-151

In this article, the problem of slow impulsive flow in a horizontal fluid layer is obtained by the method of Green's function in the inviscid case, and a reduced viscous case is solved by Fourier transform.

Sizing of the reciprocating (piston - cylinder) compressor unit

63%

Kholief I. A. , Attwa M.

2000

tom Vol. 4, nr 2

269--279

In this paper the authors presents their view point on the sizing of a single cylinder crank arrangement. Raving this determined property, the overall multipie cvlinder arrangement, and the proper speed can be determined for the required overall performance.