You do not have to do Questions 3.1 through 3.6; you are welcome to jump immediately to 3.7; however, your implementation that you enter in 3.7 must have all the components described in Questions 3.1 through 3.6. Be warned. Having watched the presentation, we will go through the following exercise: 3.1 Stating the Problem Summarize in a sentence or two what you are trying to and achieve using Euler’s Heun’s methods to approximate a solution to an initial-value problem. Your summary here. 3.2 Determining the Formal Parameters We are approximating an initial-value problem method. The required using Euler’s parameters are: Table 3.2.i Real-valued constants given in the mathematical problem. Given Description Values [t0, Your description here ... tfinal] Your description here ... y0 List any given functions that will be required for method. Recall that in Matlab, Euler’s when a function is passed as an argument, you must pass it with which creates a @f function handle. Table 3.2.ii Functions given in the mathematical problem. Given Arguments Description Functions The function is a ... f t, y f Each numerical method will have parameters that describe how the method will be used. In this case, the numerical method requires method-specific parameter. Give a description of this parameter in Table 1.1b.iii. Table 3.2.iii Parameters that control the numerical solver. Method Description Parameters Your description here... n
You do not have to do Questions 3.1 through 3.6; you are welcome to jump immediately to 3.7; however, your implementation that you enter in 3.7 must have all the components described in Questions 3.1 through 3.6. Be warned. Having watched the presentation, we will go through the following exercise: 3.1 Stating the Problem Summarize in a sentence or two what you are trying to achieve using Euler’s and Heun’s methods to approximate a solution to an initial-value problem. Your summary here. 3.2 Determining the Formal Parameters We are approximating an initial-value problem using Euler’s method. The required parameters are: Table 3.2.i Real-valued constants given in the mathematical problem. Given Values Description [t0, tfinal] Your description here ... y0 Your description here ... List any given functions that will be required for Euler’s method. Recall that in Matlab, when a function is passed as an argument, you must pass it with @f which creates a function handle. Table 3.2.ii Functions given in the mathematical problem. Given Functions Arguments Description f t, y The function f is a ... Each numerical method will have parameters that describe how the method will be used. In this case, the numerical method requires method-specific parameter. Give a description of this parameter in Table 1.1b.iii. Table 3.2.iii Parameters that control the numerical solver. Method Parameters Description n Your description here...
AdvCalc1.Lab.3.uwuserid.uwuserid.docx