?url_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Adc&rft.title=PENYELESAIAN+SISTEM+PERSAMAAN+BURGERS+INVISCID%0D%0A2+DIMENSI+SPASIAL+DENGAN+METODE+BEDA+HINGGA%0D%0AMENGGUNAKAN+PEMROGRAMAN+PYTHON&rft.creator=Patricia+%2C+Cristina+Wati&rft.subject=500+ilmu+pengetahuan+alam+dan+matematika&rft.subject=510+Matematika&rft.description=Persamaan+Burgers+merupakan+suatu+kasus+persamaan+diferensial+parsial+yang%0D%0Abanyak+digunakan+untuk+memodelkan+berbagai+fenomena+fisika%2C+salah+satu%0D%0Acontohnya+adalah+dinamika+fluida.+Pada+fluida+terdapat+efek+viskositas+yang+dapat%0D%0Amempengaruhi+solusi+persamaan+Burgers%2C+persamaan+Burgers+yang+tidak%0D%0Adipengaruhi+efek+viskositas+disebut+persamaaan+Burgers+inviscid.+Dalam+tulisan+ini%0D%0Asistem+persamaan+Burgers+inviscid+dengan+2+dimensi+spasial+akan+diselesaikan%0D%0Adengan+metode+beda+hingga+skema+FTBS+melalui+tahapan+diskritisasi%2C+analisis%0D%0Akekonvergenan+dan+hasilnya+berupa+grafik+akan+disimulasikan+menggunakan%0D%0Apemograman+Python+yang+menunjukan+solusi+konvergen+yang+stabil+bergerak%0D%0Amenuju+1+pada+ui%2Cj%0D%0An%2B1%0D%0Adan+vi%2Cj%0D%0An%2B1%0D%0Adengan+kondisi+awal+yang+diplih+dan+kondisi+batas%0D%0A%0D%0ADirichlet.%0D%0AKata+kunci%3A+persamaan+Burgers+inviscid%2C+metode+beda+hingga%2C+pemorograman%0D%0APython.%0D%0A%0D%0A%0D%0ABurgers+equation+is+a+case+of+a+partial+differential+equation+widely+used+to+model%0D%0Avarious+physical+phenomena%2C+one+example+being+fluid+dynamics.+In+fluids%2C+there+is%0D%0Aa+viscosity+effect+that+can+influence+the+solution+of+the+Burgers'+equation.+The%0D%0ABurgers'+equation+that+is+not+influenced+by+viscosity+effects+is+called+the+inviscid%0D%0ABurgers'+equation.+In+this+paper%2C+the+inviscid+Burgers'+equation+system+with+2+spatial%0D%0Adimensions+will+be+solved+using+the+finite+difference+method+with+the+FTBS+scheme%0D%0Athrough+the+stages+of+discretization%2C+convergence+analysis%2C+and+the+results+will+be%0D%0Asimulated+as+graphs+using+Python+programming+which+shows+a+convergent+solution%0D%0Amoving+towards+1+for+ui%2Cj%0D%0An%2B1%0D%0Aand+vi%2Cj%0D%0An%2B1+with+the+chosen+initial+conditions+and%0D%0A%0D%0ADirichlet+boundary+conditions.%0D%0A.%0D%0AKeywords%3A+inviscid+Burgers+equation%2C+finite+difference+method%2C+Python%0D%0Aprogramming.&rft.publisher=FAKULTAS+MATEMATIKA+DAN+ILMU+PENGETAHUAN+ALAM&rft.date=2024-10-08&rft.type=Skripsi&rft.type=NonPeerReviewed&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F84505%2F1%2FABSTRAK-PATRICIA%2520CRISTINA%2520WATI-2017031085%2520-%2520Patricia%2520Cristina%2520Wati.pdf&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F84505%2F2%2FPatricia%2520Cristina%2520Wati-2017031085-FULL%2520SKRIPSI%2520-%2520Patricia%2520Cristina%2520Wati.pdf&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F84505%2F3%2FPatricia%2520Cristina%2520Wati-2017031085-TANPA%2520PEMBAHASAN_organized%2520-%2520Patricia%2520Cristina%2520Wati.pdf&rft.identifier=++Patricia+%2C+Cristina+Wati++(2024)+PENYELESAIAN+SISTEM+PERSAMAAN+BURGERS+INVISCID+2+DIMENSI+SPASIAL+DENGAN+METODE+BEDA+HINGGA+MENGGUNAKAN+PEMROGRAMAN+PYTHON.++FAKULTAS+MATEMATIKA+DAN+ILMU+PENGETAHUAN+ALAM%2C+UNIVERSITAS+LAMPUNG.+++++&rft.relation=http%3A%2F%2Fdigilib.unila.ac.id%2F84505%2F