蠕动                        
                
                                
                        
                            材料科学                        
                
                                
                        
                            攀登                        
                
                                
                        
                            降水                        
                
                                
                        
                            压力(语言学)                        
                
                                
                        
                            色散(光学)                        
                
                                
                        
                            复合材料                        
                
                                
                        
                            冶金                        
                
                                
                        
                            粒子(生态学)                        
                
                                
                        
                            扩散蠕变                        
                
                                
                        
                            热力学                        
                
                                
                        
                            微观结构                        
                
                                
                        
                            晶界                        
                
                                
                        
                            地质学                        
                
                                
                        
                            光学                        
                
                                
                        
                            哲学                        
                
                                
                        
                            气象学                        
                
                                
                        
                            物理                        
                
                                
                        
                            海洋学                        
                
                                
                        
                            语言学                        
                
                        
                    
            作者
            
                R. Lagneborg,Bill Bergman            
         
                    
            出处
            
                                    期刊:Metal science
                                                         [Informa]
                                                        日期:1976-01-01
                                                        卷期号:10 (1): 20-28
                                                        被引量:312
                                
         
        
    
            
            标识
            
                                    DOI:10.1179/030634576790431462
                                    
                                
                                 
         
        
                
            摘要
            
            AbstractRecent experimental data of the stress/creep rate relationship for precipitation-hardened alloys have been surveyed. These materials display typically a higher stress-sensitivity of the creep rate than is observed for pure metals, and solid solutions. Furthermore, their stress/creep rate curves show pronounced breaks, with a stress-sensitivity of the creep rate, ∂ ln έ/∂ ln σ, of ∼4 below the break. The precipitation dispersion affects the creep rate such that it reaches a minimum at an intermediate interparticle spacing, with higher rates for both larger and smaller spacings. Based on the principles of recovery creep, a creep theory for precipitation-hardened alloys has been described, leading to a relationship of the type έ= A(έ-έp)4, where έp represents a back stress due to the particle dispersion. At high creep stresses έp is constant and defined by the stress to operate a particle-cutting mechanism or the Orowan mechanism. At lower stresses the dislocations are able to bypass the particles, surmounting them by climb. A theoretical analysis shows that έp under these conditions decreases approximately linearly with decreasing applied stress. The theory adequately explains the special features of creep in precipitation-hardened materials.
         
            
 
                 
                
                    
                    科研通智能强力驱动
Strongly Powered by AbleSci AI