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AQA A Level Maths: Pure復(fù)習(xí)筆記8.3.2 Particular Solutions
Category:
A-level課程
,
教材筆記
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福利干貨
Date: 2022年8月9日 上午11:45
Particular Solutions
What is a particular solution?
Ensure you are familiar with?General?Solutions?first
With extra information, the constant of integration,?c, can be found
This means the?particular?solution?(from the family of solutions) can be found
What is a boundary condition/initial condition?
A?boundary condition?is a piece of extra information that lets you find the particular solution
For example knowing?y = 4?when?x = 0?in the preceding example
In a model this could be a particle coming to rest after a certain time, ie?v = 0?at time?t
Differential equations are used in modelling, experiments and real-life situations
A boundary condition is often called an?initial?condition?when it gives the situation at the start of the model or experiment
This is often linked to time, so?t = 0
It is possible to have two boundary conditions
eg a particle initially at rest has velocity,?v = 0?and acceleration,?a = 0?at time,?t = 0
for a?second order?differential equation you need?two?boundary conditions to find the particular solution
Worked Example
轉(zhuǎn)載自savemyexams
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Next post: AQA A Level Maths: Pure復(fù)習(xí)筆記8.3.3 Separation of Variables
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