TY - JOUR
TI - The Haar wavelets based numerical solution of Reccati equation with integral boundary condition
AU - Ahsan Muhammad
AU - Khan Amir Ali
AU - Dinibutun Seza
AU - Ahmad Imtiaz
AU - Ahmad Hijaz
AU - Jarasthitikulchai Nantapat
AU - Sudsutad Weerawat
JN - Thermal Science
PY - 2023
VL - 27
IS - 101
SP - 93
EP - 100
PT - Article
AB - A Haar wavelet collocation method (HWCM) is presented for the solution of  Riccati equation subject to the two-point and integral boundary condition.  The qua­silinearization technique is applied to linearized the Riccati  equation and then the linearized equation with boundary condition is solved  by converting into system of algebraic equation with the help of Haar  wavelets. We have considered three different form of Reccati equation, two  having integral boundary condition and one with two-point boundary  condition. The numerical results obtained by HWCM are stable, efficient and  convergent.