Feng Qingzeng. Kinematical Force-Free Fields of a Magnetic Arch[J]. Applied Mathematics and Mechanics, 1997, 18(9): 806-812.
	
		
			Citation: 
			 
			 
													Feng Qingzeng. Kinematical Force-Free Fields of a Magnetic Arch[J]. Applied Mathematics and Mechanics, 1997, 18(9): 806-812. 								 
				
			 
		 
	
 
	
		Feng Qingzeng. Kinematical Force-Free Fields of a Magnetic Arch[J]. Applied Mathematics and Mechanics, 1997, 18(9): 806-812.
	
		
			Citation: 
			 
			 
													Feng Qingzeng. Kinematical Force-Free Fields of a Magnetic Arch[J]. Applied Mathematics and Mechanics, 1997, 18(9): 806-812. 								 
				 
		 
	
  
			
				
					
						
Kinematical Force-Free Fields of a Magnetic Arch 
					
					
						 
					
					
						
						  
									
										National Laboralorg for Turbulence Research, Department of Mechanics and Engfneering Science, Peking Uniuersity, Beijing 100871, P. R. China
 
							 
					
                        
		    		
						
							
							
							Received Date:  1996-01-18 
									 
								Rev Recd Date: 
										1997-05-06 
									 
								Publish Date: 
											1997-09-15 
									
	                     
	                  
                 
             
            
            	
                
                 
				
                    Abstract 
                        
                            Basic equations are derived for kinematical force-free of a magnetic arch ina perfect conducting fluid. and the stationary and unsteady similarity solutions arediscussed in this paper.
                    
                     
                
                 
                
               	
	                
	                     
	                 
                
                
				
	                    References 
	                    
	
		
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					胡文瑞,关于冻结型无作用力磁场,中国科学,20(1977),69-82
					
					 
			 
		
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					D,S,Spicer,An unstable arch model of a solar flare,Solar Phgs.,53(1977),305-345.
					
					 
			 
		
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					S,Chandrasekhar,On force-free magnetic fields,Proc,Nat.Acad,Sci.,USA 42(1956),1-5
					
					 
			 
		
  
                
                 
				
				
                     
                
				
				
				
						 
				
                 
		
		
		
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