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2015•Sichuan University of Arts and Science JournalRequires access

A Study of Solutions of Bernoulli Equation

Weibin Wen

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Abstract

For the difficulty of some students to learn the characteristics of the ordinary differential equation,Bernoulli equation are given general solution formula and solving condition respectively in the variable separation method,constant variation method,integrating factor method and the method of variable substitution,the practicability and efficiency of this method are proved though examples.

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What this paper is about

For the difficulty of some students to learn the characteristics of the ordinary differential equation,Bernoulli equation are given general solution formula and solving condition respectively in the variable separation method,constant variation method,integrating factor method and the method of variable substitution,the practicability and efficiency of this method are proved though examples.

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Available abstract

For the difficulty of some students to learn the characteristics of the ordinary differential equation,Bernoulli equation are given general solution formula and solving condition respectively in the variable separation method,constant variation method,integrating factor method and the method of variable substitution,the practicability and efficiency of this method are proved though examples.

Key concepts: Bernoulli differential equation, Bernoulli's principle, Variable (mathematics), Ordinary differential equation, Constant (computer programming), Mathematics, Differential equation, Riccati equation

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