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The Zener-Hollowman parameter is used in defining a ___________

The Zener-Hollowman parameter is used in defining a ___________ Correct Answer constitutive equation of plastic deformation

The constitutive equation is the idea of deriving a general equation considering strain, strain rate, and temperature for any state of plastic deformation. It is like in thermodynamics where the state of the system can be defined by pressure, temperature, and volume.

Related Questions

The scope for violating research ethics is considered to be relevant in respect of which of the following stages in a research study? A. Formulating research hypothesis and setting up a Null hypothesis for testing it B. Defining and delimiting the scope of the research study C. Analysing and interpreting research data D. In defining a research population and method of sampling E. Reporting the research findings and using the same as a basis for policy formulation Choose the correct answer from the options given below:
Identify those stages/steps of research in which ethical considerations become relevant. Code: (a) Identifying and defining research question. (b) Postulating relationships among variables to advance a solution. (c) Collecting data through use of research tools. (d) Defining the population and sampling procedure. (e) Data analysis and procedure employed. (f) Reporting procedure of findings/ results.
In establishing a research problem for a Ph.D. level course, in the initial stage which of the following stages are crucial? a) Hypothesis making b) Locating a problem area from a field through a survey of related literature c) Defining the population of research and its characteristics d) Selecting a pointed issue called a problem by a process of logical analysis e) Defining and delimiting the problem Choose the correct answer from the options given below:
From the list given below, identify the statements which appropriately describe the main characteristics of steps in scientific method: (A) Identifying and defining the problem (b) Defining the population and sampling procedure (c) Selecting a sample (d) Formulating hypothesis (e) Collecting, organizing and analysing of data (f) Fixing the framework for data analysis (g) Formulating conclusions (h) Verification, rejection or modification of the hypothesis Indicate your answer from the codes given below:
The parameter β0 is termed as intercept term and the parameter β1 is termed as slope parameter. These parameters are usually called as _________
The parameter β0 is termed as intercept term and the parameter β1 is termed as slope parameter. These parameters are usually called as . . . . . . . .
___________ is the process of defining the current problem, determining why a new system is needed, identifying the objectives of the proposed system:
Process of defining external geometry of an A/C is ___________
Based on the given para, answer the following question. Sensitivity considerations often are important in the design of Control Systems. Because all physical elements have properties that change with environment and age, we cannot always consider the parameters of the Control System to be completely stationary over the entire operating life of the system. For instance, the winding resistance of an electric motor changes as the temperature of the motor rises during operation. Control systems with electric components may not operate normally when first turned on because of the still-changing system parameters during warmup. This phenomenon is sometimes called “morning sickness”. Most duplicating machines have a warmup period during which time operation is blocked out when first turn on. A good Control System should be: (a) Very sensitive to parameter variations (b) Insensitive to parameter variations (c) Insensitive to input commands (d) Sensitive to input commands Which of the above are correct?
What is the return value of f(p,p), if the value of p is initialized to 5 before the call? Note that the first parameter is passed by reference, whereas the second parameter is passed by value. int f (int &x, int c) {      c = c - 1;       if (c == 0) return 1;       x = x + 1;       return f(x,c) * x; }