Huang Yan. A General Solution of Rectangular Thin Plates in Bending[J]. Applied Mathematics and Mechanics, 1987, 8(8): 689-696.
	
		
			Citation: 
			 
			 
													Huang Yan. A General Solution of Rectangular Thin Plates in Bending[J]. Applied Mathematics and Mechanics, 1987, 8(8): 689-696. 								 
				
			 
		 
	
 
	
		Huang Yan. A General Solution of Rectangular Thin Plates in Bending[J]. Applied Mathematics and Mechanics, 1987, 8(8): 689-696.
	
		
			Citation: 
			 
			 
													Huang Yan. A General Solution of Rectangular Thin Plates in Bending[J]. Applied Mathematics and Mechanics, 1987, 8(8): 689-696. 								 
				 
		 
	
  
			
				
					
						
A General Solution of Rectangular Thin Plates in Bending 
					
					
						 
					
					
					
                        
		    		
						
							
							
							Received Date:  1986-02-13 
									 
								Publish Date: 
											1987-08-15 
									
	                     
	                  
                 
             
            
            	
                
                 
				
                    Abstract 
                        
                            In this paper a general solution of rectangular plates in bending is given. The integral constants are determined by means of boundary conditions. This method is simpler and easier than the method of superposition.
                     
                
                 
                
               	
	                
	                     
	                 
                
                
				
	                    References 
	                    
	
		
				[1] 
				
					Timoshenko, S,Theory of Plates and Shells, McGraw-Hill (1959).
					
					 
			 
		
				[2] 
				
					张福范,两相邻边固定两相邻边自由的矩形板,固体力学学报,4 (1981), 491-502
					
					 
			 
		
				[3] 
				
					Калманок А.С.,Сmpoumeльная Механuка Пласmuнок,Москва(1950)
					
					 
			 
		
  
                
                 
				
				
                     
                
				
				
				
						 
				
                 
		
		
		
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