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Bernoulli Differential Equation
释义
Bernoulli Differential Equation
(1)
Let
for
, then
(2)
Rewriting (1) gives
(3)
Plugging (3) into (
2
),
(4)
Now, this is a linear First-Order Ordinary Differential Equationof the form
(5)
where
and
. It can therefore be solved analytically using an Integrating Factor
(6)
where
is a constant of integration. If
, then equation (1) becomes
(7)
(8)
(9)
The general solution is then, with
and
constants,
(10)
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Nosarzewska's Inequality
Not
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更新时间:2024/11/15 1:41:33