基于高阶剪切变形理论的四边形求积元板单元及其应用1)
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						       		申志强, 夏军, 宋殿义, 程盼
						  	
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					A QUADRILATERAL QUADRATURE PLATE ELEMENT BASED ON REDDY'S HIGHER-ORDER SHEAR DEFORMATION THEORY AND ITS APPLICATION1)
				
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						       		Shen Zhiqiang, Xia Jun, Song Dianyi, Cheng Pan
						  	
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		| 表10 斜板板中无量纲挠度与应力 | 
	
	
		| Table 10 The dimensionless deflection and stress at the center of the skew laminated plate | 
	
	
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			   | h/a |  α |  Method |  $\bar{w}$ |  $\bar{sigma_{1}}$ |  $\bar{sigma_{2}}$ |       | 0.01 |  30° |  QEM 15x15 |  0.546 5 |  0.6592 |  0.2802 |     | 0.01 |  30° |  Ref.[15] |  0.5452 |  0.6444 |  0.2629 |     | 0.01 |  45° |  QEM 15x15 |  0.3633 |  0.4488 |  0.3197 |     | 0.01 |  45° |  Ref.[15] |  0.3631 |  0.4421 |  0.3007 |     | 0.01 |  60° |  QEM 15x15 |  0.1464 |  0.2025 |  0.2723 |     | 0.01 |  60° |  Ref.[15] |  0.1455 |  0.201 1 |  0.2572 |     | 0.10 |  30° |  QEM 15x15 |  0.861 6 |  0.6749 |  0.3896 |     | 0.10 |  30° |  Ref.[15] |  0.8621 |  0.661 7 |  0.3709 |     | 0.10 |  45° |  QEM 15x15 |  0.5708 |  0.4602 |  0.3980 |     | 0.10 |  45° |  Ref.[15] |  0.5707 |  0.4543 |  0.3786 |     | 0.10 |  60° |  QEM 15x15 |  0.2503 |  0.2059 |  0.3152 |     | 0.10 |  60° |  Ref.[15] |  0.2505 |  0.2058 |  0.3023 |      
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