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Asst. Prof. Dr. Sopita Khamrod
ผู้ช่วยศาสตราจารย์ ดร.โสภิตา ขำรอด
Department of Mathematics
Faculty of Science, Naresuan University
Naresuan University
Expertise
navier-stokes equations
invariant solutions
lie group analysis
optimal system of subalgebras
partial differential equations
painlevé equations
backlund transformations
conservation laws
gas dynamics
การหาผลเฉลยของสมการเชิงอนุพันธ์
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kuntimak@nu.ac.th
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1
Partially Invariant Solutions of the Navier-Stokes Equations by Using the Special Type of Coordinate Systems
S Khamrod
IAENG International Journal of Applied Mathematics 56 (3), 968-977, 2026
2026
0
Q3
Q3
2
Partially invariant solution of the Navier-Stokes equations by using the cylindrical and spherical coordinate systems
sopita khamrod
International Journal of Difference Equations (IJDE) 18 (2), 343-361, 2023
2023
0
N/A
Q4
3
Symmetries, Conservation Laws and Invariant Solutions on One-Dimensional Gas Dynamics in Lagrangian Coordinates
CKS Khamrod
International Journal of Difference Equations (IJDE) 18 (1), 59-71, 2023
2023
0
N/A
Q4
4
Partially Invariant Solutions of the Navier-Stokes Equations by Using the Polar Coordinate System
S Khamrod
International Journal of Difference Equations 17 (2), 225-243, 2022
2022
0
Q3
Q3
5
BÄCKLUND TRANSFORMATIONS AND SOLUTIONS OF THE REDUCED SYSTEM FROM THE NAVIER-STOKES EQUATIONS
S Khamrod
Far East Journal of Mathematical Sciences 117 (1), 47-65, 2019
2019
0
N/A
Q4
6
Admitted Lie group of the reduced system from the Navier-Stokes equations
S Khamrod
Journal of Analysis and Applications 16 (2), 81-104, 2018
2018
0
N/A
Q3
7
Optimal System and Invariant Solutions on ((U^ sub yy^(t, s, y)-U^ sub t^(t, s, y)) y-2sU^ sub sy^(t, s, y)) y+(s^ sup 2^+ 1) U^ sub ss^(t, s, y)+ 2sU^ sub s^= 0
S Khamrod
Applied Mathematics 4 (8), 1154, 2013
2013
0
Q2
Q2
8
Equivalence Problem of the Painlevé Equations
S Khamrod
Advances in Pure Mathematics 3, 297-303, 2013
2013
0
N/A
Q1
9
สม การ ที่ สมมูล กับ สม การ เพ น เล ฟ
โส ภิ ตา ขำ รอด
KKU Science Journal 41 (2), 497-506, 2013
2013
0
N/A
N/A
10
Optimal System and Invariant Solutions on ((Uyy (t, s, y)-Ut (t, s, y)) y-2sUsy (t, s, y)) y+ (s2+ 1) Uss (t, s, y)+ 2sUs= 0
Sopita Khamrod
Applied Mathematics 4 (8), 1154-1162, 2013
2013
0
Q2
Q1
Showing 1 - 10 of 12 entries
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