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Fourier series, periodic function ,Dirichlet conditionsAdded:
YouTube channel.
Electricity and magnetism.
Mathematical physics.
Electricity and magnetism.
Mathematical physics.
Mathematical Physics 2.
Second unit provinius method.
Third unit polomials.
Fourth unit partial differential equation.
Discuss 4 series function.
Next discussion condition.
What is periodic function?
A function f of x is set to be periodic.
If it repeats itself in a fixed interval of time interval interval.
Function function that is it satisfy the rule.
It satisfy f of x is equal to f of x + t is equal to f of x + 2t that is f of x + nt is the The period of the fun is a integer.
Next point each value of coordinate.
It repeats itself in a fixed interval.
Next. Next.
It is two types.
Simple.
or senos.
So periodic function.
Next second complex or non single Periodic function periodic function.
A function f is said to be periodic if it repeats itself in a fixed interval.
function of x.
Next fine coordinate time sine wave sine wave by 2 pi 3 pi and 4 pi sin wave 0 same 2<unk> value 2 function f is said to be periodic if it repeats itself in a fixed interval Fixed wave maxine wave 2 pi 2 pi 2 pi wave + t of x + 2 t of x + nod of the function.
of the function.
Any x + t x + 2.
The next value of coordinate repeats itself in a fixed interval.
Sorry yordinate.
Each value ofordinate each value ofinate repeat itself function. Function function. Simple simple function complex function simple function functional function sine wave cos wave.
Simple function complex complex or nonocidal periodic function complex function complex nonosidal period function complex noninosidal function.
Sum of s and cosine function. Sum of s and cosine function.
function composct.
Next example function function function. Oh, for basic.
s by question. Find the period.
The function f of x = x + 5 x = sin er function sin X cos x sin x cos x cosec x se xology 2 pi tan x 1 sorry pi I'm sin x tant 2 pi sin of 5x + 2 of the function.
X + K + X + 2 by 5 = 2<unk> by I answer 10 2x 2x tan 2x = tan 2x + t = tan 2 2x + tan x +<unk> by 2 by 2 Next time you have a function with a value f of x is equal to x modulus in the interval of -<unk> 2 pi. formula period of the function t = b - a bi - 2 periodic function.
Function function which repeats itself after a fixed interval is called periodic function.
condition.
Direct condition of x in the interval of -<unk> 2 pi minus<unk> sorry - x satisfy condition. The first condition called now the function should be bounded in the interal of - 2 pi Second, the function should be single value.
The function should have finite number of maximum and minimum in the interval.
of - 2 pi. Then channel condition.
Then the function is P continuous.
That is there is finite. There is a finite number of discontin the function should be bounded minus The function should be single valued.
T P T P T P T P T P T P T P T P T P T P T1 value T P T P T P T P T P T P T P T P T P T P2 value T P T P T P T P T P T P T P T P T P T P Next.
T12 T3 expansion value expansion t2 The function should have finite number of maximum minimum.
X 2 max single value single Finite number of maximum number of maxite number maxite number maxarable will be finite number of maximum finite number of max that is there is a finite number of discont continular discontin.
Good time.
Good time.
second the function is peacewise continuous peace continuous that is there is a finite number of discontinite Last conditioner function series expansion.
The next f= f of x + 2 pi periodic function is sorry half when expansion on outside of the outside of - x value f of x value expans value of x value = a by 2 + summation / n = 1 to b a n cos n = 1 to p bn sin n x most of condition.
Next Next series function.
Mathematical Physics by HKAS.
Then mathematical physics by then mathematical physics by AB.
How do I see mathematical physics 2 by explanation ebook?
Graduate student from Autonomous College.
Introduction. Physics.
Physics.
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