Differential Equations Course

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Basic course of 4 hours free

Completion certificate

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Practical activities

Online and lifelong course

What will I learn?

Vhurai simba re differential equations nechidzidzo chedu chakadzama chakagadzirirwa nyanzvi dzemasvomhu. Nyururirai munzira dzekuongorora dzakadai se Laplace transforms nema integrating factors, ongororai Mutemo waNewton weKutonhora, uye gadzirirai hunyanzvi hwe modeling uye simulation. Wana hunyanzvi hunoshanda mukufambisa kupisa ne thermodynamics, uye dzidza kugadzira nekugadzirisa ma equation akaoma uchishandisa nzira dzenumerical dzakadai se Runge-Kutta ne Euler's Method. Simudzira hunyanzvi hwako nemhando yepamusoro, pfupi, uye zvinyorwa zvakanangana nekudzidzira.

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Learning outcomes

Strengthen the development of the practical skills listed below

Gadzirisai Laplace Transforms: Gadzirisai ma differential equation akaoma zvakanaka.

Shandisai Mutemo waNewton: Shandisai misimboti yekutonhora mumamiriro ezvinhu einjiniya.

Gadzirai Mathematical Models: Gadzirai uye muongorore simulations dzezvikonzero zvechokwadi.

Nzwisisai Kufambisa Kupisa: Batisisai nheyo dze conduction, convection, uye radiation.

Shandisai Numerical Methods: Shandisai Euler's ne Runge-Kutta kugadzirisa kwakakwana.