### Model Matematika Penanggulangan Pencemaran Udara

Eri Putri - Jurusan Matematika Universitas Negeri Padang

#### Abstract

Abstract-Air pollution is a change in the composition of substances in the air from normal conditions. An air is said to be polluted if a certain amount of substance that is in the air for a long period of time exceeds its safe limit. Substances that most influence the occurrence of air pollution are carbon monoxide produced by vehicles. The purpose of this research is to form a mathematical model, analyze mathematical models that have been obtained, and interpret the results of the analysis of the mathematical model. This research is a basic research, which starts from creating variables, parameters, and assumptions. Mathematical models for air pollution control are obtained by nonlinear differential equation systems. The results of the model analysis obtained a fixed point that is not stable, so that we can do air pollution prevention by the number of trees must be a lot of carbon dioxide produced from the process of hydroxyl oxidation and carbon monoxide produced by existing vehicles.

PDF

#### References

Wisnu, W.A. 2014.Dampak Pencemaran Lingkungan. Yogyakarta:

C.V Andi.

Manik, K.E.S. 2016.Pengelolaan Lingkungan Hidup. Jakarta:

Wahyuni, Esti. 2018. Model Matematika Penanggulangan

Pencemaran Udara dengan Penanaman Pohon. Padang: UNP.

Ermawati, dan Erly Muslini. 2014. Model Matematika dalam

Menentukan Populasi Pohon Di Kampus II UIN Alauddin Makassar

Sebagai Carbon Sinks. Jurnal.Vol.2. No.2.

Rusbiantoro, Dadang. 2008. Global Warming For Beginner.

Yogyakarta: O_2.

Akhadi, Mukhlis. 2013. Isu Lingkungan Hidup. Yogyakarta: Graha

Ilmu.

Widowati & Sutimin. 2007. Buku ajar Pemodelan Matematika

Jurusan Matematika Universitas Diponegoro.

Boyce, William E.& Richard C. Diprima. 2009.Elementery Differential

Equations and Boundary ValueProblem: Ninth Edition. New York: Jhon

Wiley &Sons.

DOI: http://dx.doi.org/10.24036/unpjomath.v3i2.4677