this code is not long, the words is just an explanation about the process. please help. Using MATLAB to solve part 2 problem.

X) D project 5.pdf ?D Hw 3 Solution K x ? HW Solution Key x R1 17 Phase diagr x e chegg Study G x e This Code ls Not ? ? jaan https://elearning uh.edu/bbcswebdav/pid-4453361-dt content-rid-31061 9481/courses/H 20181. MATH 4365 17019/project 6205.pdf AccessUH . Unr ? ? University of Houston US Q? project 5.pdf persons Goals. In this project, we will work with psrabolic and hyerbolic partial dierenial equations, ad cobine elementary techqs rm 2p-BVPs with time-stepping metbods from IVPs The goal is to gain experience with the method of lnes and staklity coustraints f Courunt-Friedeicls-Lewy (CFL) type on the time-step ?t. In the first part we shall primarly work with the paraboie diffusioD eugtisticn uz = ua.. In the N ond pert ue will work with (omervstion laws Huch s the hyperbolic advection equatio- The objoctive is to gain an elementary understandin of and expcicoc with "evolution eqaations" ie dependeit partial lifferential equatio), and the y varying propetties one encountets in such problems In eddition, we will work with ditferent types of boundary conditions, and it is important to implecnt boudary conditios erectly in orer to get the correct results, We will only wor in one space dimcnsion, and on cquistant grids. We wllusexplicit and implicit time-stepping methods, in onder to stuudy the properties of some important elementary finite difference methods, We will also observe some undesirable phenomens sch s numerical instability and numcrical damping, and lear how to cope with them Part 1. The diffusion equation The diuson equation nd its method of lies semiddiserctizntion i ^ ? ??2018/4/5 ???????????? X) D project 5.pdf ?D Hw 3 Solution K x ? HW Solution Key x R1 17 Phase diagr x e chegg Study G x e This Code ls Not ? ? jaan https://elearning uh.edu/bbcswebdav/pid-4453361-dt content-rid-31061 9481/courses/H 20181. MATH 4365 17019/project 6205.pdf AccessUH . Unr ? ? University of Houston US Q? project 5.pdf persons Goals. In this project, we will work with psrabolic and hyerbolic partial dierenial equations, ad cobine elementary techqs rm 2p-BVPs with time-stepping metbods from IVPs The goal is to gain experience with the method of lnes and staklity coustraints f Courunt-Friedeicls-Lewy (CFL) type on the time-step ?t. In the first part we shall primarly work with the paraboie diffusioD eugtisticn uz = ua.. In the N ond pert ue will work with (omervstion laws Huch s the hyperbolic advection equatio- The objoctive is to gain an elementary understandin of and expcicoc with "evolution eqaations" ie dependeit partial lifferential equatio), and the y varying propetties one encountets in such problems In eddition, we will work with ditferent types of boundary conditions, and it is important to implecnt boudary conditios erectly in orer to get the correct results, We will only wor in one space dimcnsion, and on cquistant grids. We wllusexplicit and implicit time-stepping methods, in onder to stuudy the properties of some important elementary finite difference methods, We will also observe some undesirable phenomens sch s numerical instability and numcrical damping, and lear how to cope with them Part 1. The diffusion equation The diuson equation nd its method of lies semiddiserctizntion i ^ ? ??2018/4/5