nonstationary heat conductivity
        								          
        				
												  
    
    
  
    
        
  
  
      
        
    
  
      
    
    
        
        
    
  
  
    
    
          The wall temperature change for a cylindrical cavity in a solid was found as a response to the temperature change of the gas flowing in a cavity. Three important special cases of the gas temperature dependence on time are considered: temperature is constant;
	temperature changes according to the linear law; temperature changes according to the harmonic law. The plots of five «µ-functions» used to denote solutions are submitted. The plots are obtained by the means of the numerical integration of the Gauss quadrature
 
 
   
  
  
 
   
  
    
  
      
    
    
        
        
    
  
  
    
    
          The problem of heat conductivity in the infinite solid from gas moving in a cylindrical cavity is solved by the combination of the Green function method and the Laplace transformation.