Please code in C++

Tasks 1. Read this entire statement carefully. 2. Read reports from previous students that worked on the similar project. Please understand that reports from the previous students and software provided are not necessarily correct nor complete. They only have the purpose to help you learn this material faster and submit a more correct and more complete report. 3. Write your own C++ or MATLAB computer program or use the attached FORTRAN computer program HT1D.FOR (with input file named iHT1D.txt) that integrates 1D unsteady heat conduction equation using finite differencing on a uniform grid with choices to use purely explicit integration, purely implicit integration, or a mixed explicit-implicit integration scheme. 4. Influence of relatively small number of grid cells (say, 20) and a relatively large number of grid cells (say. 100) should be also evaluated as well as the influence of the value of thermal diffusivity of the material of the rod (that is, when using ceramic versus a highly conductive metal). 5. Onset of numerical instability when using time steps close to their maximum theoretical values should also be investigated for explicit scheme and discussed. 6. Also, test cases with different initial temperature and Dirichlet and Neumann boundary conditions and with different Joule heating values should be presented. 7. Present a separate figure for each test case. Each figure must have three curves showing temperature distributions along the wire after 1st, 5th and after the final iteration at which the test case converged to temperature error less than EPS. Your complete report (it must be completely word-processed) must include: your cover sheet, (including university name, department name, course number and name, semester andyear, number and title of this CP, your name, last three digits of your Pantherld, my name, date of submission, certification of) this TASKS page, abstract/summary, . . . nomenclature, introduction/background/description of steps used to run the software, all pertinent equations processed using equations editor, detailed graphical results, detailed discussion of the results, recommendations for future research, pertinent references used, and separate files with all inputs, source codes, and output files Plot the results using TECPLOT or PARAVIEW Use different types of lines & symbols and avoid light colors when plotting curves Each figure and table must have its number and a detailed figure/table caption I expect you to write your report like a professional, technical paper. This final report MUST be a .doc file. Also, create its .pdf version. Place both .doc and .pdf versions of the final report in a folder and add output/plotting files that you generated. Compress all these files into a single .zip bundle and give this bundle a name of this type: CPnumber-Team number-Course number-Semester-Family names.zip For example: CP1-T6-EML4721-Sp21-Smith-Jimenez-Silva-Butko.zip Deposit this .ZIP compressed bundle of files in YOUR own dropbox. > Invite me to share it so I can download from there (share it with you). Tasks 1. Read this entire statement carefully. 2. Read reports from previous students that worked on the similar project. Please understand that reports from the previous students and software provided are not necessarily correct nor complete. They only have the purpose to help you learn this material faster and submit a more correct and more complete report. 3. Write your own C++ or MATLAB computer program or use the attached FORTRAN computer program HT1D.FOR (with input file named iHT1D.txt) that integrates 1D unsteady heat conduction equation using finite differencing on a uniform grid with choices to use purely explicit integration, purely implicit integration, or a mixed explicit-implicit integration scheme. 4. Influence of relatively small number of grid cells (say, 20) and a relatively large number of grid cells (say. 100) should be also evaluated as well as the influence of the value of thermal diffusivity of the material of the rod (that is, when using ceramic versus a highly conductive metal). 5. Onset of numerical instability when using time steps close to their maximum theoretical values should also be investigated for explicit scheme and discussed. 6. Also, test cases with different initial temperature and Dirichlet and Neumann boundary conditions and with different Joule heating values should be presented. 7. Present a separate figure for each test case. Each figure must have three curves showing temperature distributions along the wire after 1st, 5th and after the final iteration at which the test case converged to temperature error less than EPS. Your complete report (it must be completely word-processed) must include: your cover sheet, (including university name, department name, course number and name, semester andyear, number and title of this CP, your name, last three digits of your Pantherld, my name, date of submission, certification of) this TASKS page, abstract/summary, . . . nomenclature, introduction/background/description of steps used to run the software, all pertinent equations processed using equations editor, detailed graphical results, detailed discussion of the results, recommendations for future research, pertinent references used, and separate files with all inputs, source codes, and output files Plot the results using TECPLOT or PARAVIEW Use different types of lines & symbols and avoid light colors when plotting curves Each figure and table must have its number and a detailed figure/table caption I expect you to write your report like a professional, technical paper. This final report MUST be a .doc file. Also, create its .pdf version. Place both .doc and .pdf versions of the final report in a folder and add output/plotting files that you generated. Compress all these files into a single .zip bundle and give this bundle a name of this type: CPnumber-Team number-Course number-Semester-Family names.zip For example: CP1-T6-EML4721-Sp21-Smith-Jimenez-Silva-Butko.zip Deposit this .ZIP compressed bundle of files in YOUR own dropbox. > Invite me to share it so I can download from there (share it with you)