Methods of assessing concrete creep in prestressed bridge structures
			
	
 
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				Faculty of Civil Engineering, Warsaw University of Technology, Poland
				 
			 
										
				
				
			
			These authors had equal contribution to this work
			 
		 		
				
		
		 
			
			
			
			 
			Submission date: 2024-05-27
			 
		 		
		
			
			 
			Final revision date: 2024-08-13
			 
		 		
		
		
			
			 
			Acceptance date: 2024-08-20
			 
		 		
		
		
			
			 
			Publication date: 2025-09-16
			 
		 			
		 
	
							
					    		
    			 
    			
    				    					Corresponding author
    					    				    				
    					Krzysztof  Nowak   
    					Faculty of Civil Engineering, Warsaw University of Technology, Al. Armii Ludowej 16, 00-637, Warsaw, Poland
    				
 
    			
				 
    			 
    		 		
			
																	 
		
	 
		
 
 
Archives of Civil Engineering 2025;71(3):369-384
		
 
 
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ABSTRACT
The paper discusses the phenomenon of concrete creep, its mechanical models and simplified as well as more sophisticated methods of estimating creep effects applied in the design of bridge structures. The section on simplified methods describes the metod of substitutive concrete elasticity modulus and the method of estimating creep effects with the correction factor C_creep for spans with precast beams. Among the precise methods, it presents the modified effective modulus method (Trost 1967), age-adjusted effective modulus method (Bažant 1972) and the general incremental method according to the linear theory of elasticity. Methods for computationally accounting for creep according to current PN-EN standards, withdrawn Polish standards, and recommendations from foreign literature are characterized. The impact of creep on the redistribution of internal forces during the incremental erection of the structure was demonstrated using examples of a viaduct made of precast beams and a bridge constructed using balanced cantilever method. Attention was drawn to the possibilities of extending the description of creep phenomena in concrete bridge structures using the conceptual framework of fractional-order derivatives.