Model Matematika Penyebaran HIV/AIDS dalam Tubuh Manusia dengan Faktor Respon Imun
Abstract: Human
Immunodeficiency Virus (HIV) is retrovirus which infects cells of human immune
system causes Acquired Immunodeficiency Syndrome (AIDS). The purpose of this paper
is to analyze the mathematical model of HIV/AIDS spreading in human body with immune response
factor and constantly dynamical
quantity of HIV.
Based on analyze HIV/AIDS model
with constantly dynamical
quantity of HIV
obtain three equilibrium point, those
are free-infection equilibrium
point will be exist and asymptotic locally stable for the immune-absence
equilibrium point will be exist and asymptotic locally stable for and and the
immune-presence equilibrium point will be exist
and asymptotic locally stable
for . The interpretation of
that model got a standart
classification for infection phase, based on parameter spread of HIV/AIDS . In
a long term, the
patient can be classified
in free infection
HIV phase when infection HIV
phase when , asymptomatic
phase when and AIDS phase
when . The result
of simulation show
that HIV/AIDS model with constanly dynamical quantity of HIV tend
to constant osilated.
Penulis: Maulida Syarifah,
Fatmawati, Yayuk Wahyuni
Kode Jurnal: jpmatematikadd130072
