COVER Al-Faisal Firdaus
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
BAB 1 Al-Faisal Firdaus
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
BAB 2 Al-Faisal Firdaus
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
BAB 3 Al-Faisal Firdaus
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
BAB 4 Al-Faisal Firdaus
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
BAB 5 Al-Faisal Firdaus
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
PUSTAKA Al-Faisal Firdaus
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
Terbatas  Alice Diniarti
» Gedung UPT Perpustakaan
Interaction between uid ow and solid body is a complex problem that is often
encountered in various engineering elds. One of many uid-solid interactions
phenomenon is vortex-induced vibration. In this undergraduate thesis, a numeri-
cal simulation program, LSMPS-VPM, was developed to be able to simulate the
vortex-induced vibration of a solid rigid object. LSMPS-VPM is a meshless com-
putational uid dynamic program which utilized multi-resolution and LSMPS
Spatial Operator for solving uid governing equation, Navier-Stokes equation.
LSMPS-VPM uses the Brinkmann Penalization method to model the interaction
between the uid ows and solid body in the simulation. The new LSMPS-VPM
was developed by adding a vortex-induced vibration solver which employed the
4th order Runge-Kutta method. The program was tested with two benchmark
problems, namely uid ow through a static circular cylinder and vortex-induced
vibration of a circular cylinder in a uid ows. The results of the selected test
cases show that the developed program has been able to provide results which are
in good agreement with the reference literatures, although some parameters still
inherit large errors in computation.