Use of Hyperbolic Trigonometric Series in Rectangular Cartesian Co-ordinates for Problems with Arbitrary Rectilinear Boundaries

K Rajaiah; Akella Kameswara Rao

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Use of Hyperbolic Trigonometric Series in Rectangular Cartesian Co-ordinates for Problems with Arbitrary Rectilinear Boundaries

机译：双曲三角序列在直角坐标系中对任意直线边界问题的使用

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The effectiveness of hyperbolic trigonometric series in rectangular Cartesian co-ordinates for analysing problems with non-rectangular but rectilinear domainsis brought out in the present work. Three typical examples simply supported triangular, rhombic a

机译：矩形直角坐标系中的双曲三角级数在分析非矩形但直线域问题时的有效性。三个典型示例仅支持三角形，菱形a

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《Journal of the Indian Institute of Science》 |2013年第3期|共1页
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K Rajaiah; Akella Kameswara Rao;
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中图分类自然科学总论;
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Use of Hyperbolic Trigonometric Series in Rectangular Cartesian Co-ordinates for Problems with Arbitrary Rectilinear Boundaries

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