?url_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Adc&rft.title=SOLUSI+SISTEM+PERSAMAAN+HIROTA+SATSUMA+DENGAN+METODE%0D%0AANALISIS+HOMOTOPI+(HAM)&rft.creator=INTAN+SEPKA+ANDRIANI%2C+1517031106&rft.subject=QA+Mathematics&rft.description=One+of+the+equations+of+water+wave+motion+is+the+Hirota+Satsuma+equation.+The%0D%0AHirota+Satsuma+equation+is+a+nonlinear+wave+motion+equation+which+the+solution%0D%0Ais+not+always+able+to+be+differentiated+exactly.+The+purpose+of+this+research+is+to%0D%0Asolve+the+Hirota+Satsuma+equation+system+by+using+a+homotopy+analysis+method%0D%0A(HAM).+Homotopy+analisis+method+also+a+free+method+which+not+observe+the%0D%0Abigness+or+smallnes+about+one+parameter.+This+method+extremely+effective+to%0D%0Asolve+various+type+of+the+equations+%2C+homogen+or+non-homogen+equation+system.%0D%0AThe+%E2%84%8E+constant+value+that+will+be+used+is+%E2%84%8E+%3D+%E2%88%921.%0D%0AKeyword%3A+Homotopy+Analysis+Method%2C+the+Hirota+Satsuma+equation%2C+exact%0D%0Asolution%0D%0A%0D%0ASalah+satu+gerak+persamaan+gerak+gelombang+perumakaan+air+adalah%0D%0Apersamaan+Hirota+Satsuma.+Persamaan+Hirota+Satsuma+merupakan+persamaan%0D%0Agerak+gelombang+taklinear+yang+solusinya+tidak+selalu+bisa+diturunkan+secara%0D%0Aeksak.+Penelitian+ini+bertujuan+untuk+menyelesaikan+sistem+persamaan+Hirota%0D%0ASatsuma+dengan+metode+analisis+homotopi+(HAM).+Metode+analisi+homotopi%0D%0Amerupakan+metode+yang+bebas%2C+artinya+tidak+memperhatikan+kecil+atau+besarnya%0D%0Asuatu+parameter.+Metode+ini+sangat+efektif+untuk+menyelesaikan+berbagai+tipe%0D%0Apersamaan%2C+sistem+persamaan+homogen+atau+tak+homogen.+Nilai+konstanta+%E2%84%8E+yang%0D%0Adigunakan+ialah+%E2%84%8E+%3D+%E2%88%921.%0D%0AKeywords%3A+Metode+Analisis+Homotopi%2C+persamaan+Hirota+Satsuma%2C+solusi+eksak&rft.publisher=FAKULTAS+MATEMATIKA+DAN+ILMU+PENGETAHUAN+ALAM&rft.date=2019-07-12&rft.type=Skripsi&rft.type=NonPeerReviewed&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F55067%2F1%2F1.%2520ABSTRAK.pdf&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F55067%2F2%2F2.%2520SKRIPSI%2520FULL.pdf&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F55067%2F3%2F3.%2520SKRIPSI%2520TANPA%2520BAB%2520PEMBAHASAN.pdf&rft.identifier=++INTAN+SEPKA+ANDRIANI%2C+1517031106++(2019)+SOLUSI+SISTEM+PERSAMAAN+HIROTA+SATSUMA+DENGAN+METODE+ANALISIS+HOMOTOPI+(HAM).++FAKULTAS+MATEMATIKA+DAN+ILMU+PENGETAHUAN+ALAM%2C+UNIVERSITAS+LAMPUNG.+++++&rft.relation=http%3A%2F%2Fdigilib.unila.ac.id%2F55067%2F