Formation of Partial Differential Equations | PDE by Eliminating Arbitrary Function | PDE Formation

preview_player
Показать описание
PARTIAL DIFFERENTIAL EQUATION
MATHEMATICS-4 (MODULE-1)
LECTURE CONTENT:
PARTIAL DIFFERENTIAL EQUATION FORMATION
FORMATION OF PDE BY ELIMINATING ARBITRARY CONSTANTS
CASE-2 OF FORMATION OF PDE WITH EXAMPLES

Engineering Mathematics-4
Mathematics-4
BAS303 / BAS403
#bas303 #bas403 #mathematics4

PLAYLIST LINKS:
1. MATHEMATICS 4 (IMPORTANT TOPICS & SYLLABUS):

2. Mathematics 4 (Module-1) Partial Differential Equation

3. Mathematics 4 (Module-2) Application of Partial Differential equations

4. Mathematics 4 (Module-3) Statistical Techniques-1

5. Mathematics 4 (Module-4) Statistical Techniques-2 (Probability and Distribution)

6. Mathematics 4 (Module-5) Statistical Techniques-3 (Hypothesis Testing)

7. Discrete Structures and Theory of Logic (Discrete Mathematics)

8. Application of Mathematics in Real World

(COMMUNICATION LINKS)
1. YOUTUBE CHANNEL LINK:

2. TELEGRAM LINK:

3. FACEBOOK GROUP LINK:

By: Dr. Anuj Kumar
Assistant Professor( Mathematics)
Ph. D, Gold Medalist in M. Sc and B.Sc.
National Fellowship (JRF & SRF) Holder During Ph. D.
Dr. Anuj Kumar
@fearlessinnocentmath
#kas402 #kas302 #mathematics4
@FEARLESS INNOCENT MATH
#mathematics4 #kas302 #kas402
Mathematics 4 btech, mathematics 4 unit 1, mathematics 4 for engineering, mathematics 4 for engineering aktu unit 1, mathematics 4 partial differential equation, maths 4 aktu unit 1, maths 4 unit 1, mathematics 4 engineering, engineering mathematics 4 playlist, engineering mathematics 4 aktu playlist, partial differential equations btech 2nd year, partial differential equations playlist, partial differential equations complete playlist, partial differential equations maths 4, partial differential equations mathematics 4, partial differential equations engineering mathematics 4 , partial differential equations engineering mathematics playlist, partial differential equations unit 1, partial differential equations bsc 2nd year, partial differential equations msc 3rd sem, partial differential equations bsc 2nd year playlist, partial differential equations by anuj sir, mathematics-iv, mathematics iv aktu, mathematics 4 partial differential equations, mathematics 4 by anuj sir, mathematics 4 pde lecture by anuj sir, engineering maths 4 lectures, aktu engineering mathematics 4, aktu engineering mathematics 2 unit 1, aktu engineering mathematics lectures, anuj kumar mathematics 4.
Рекомендации по теме
Комментарии
Автор

Thanks sir 🙏
Mathematics -4 bhi aap ke sahare h
Mathematics-2 me aapne pura help kiya tha eske liye aapko bhut bhut dhanyawad 🙏

engineergrid
Автор

sir, 3rd question mai lambda bhi to constANT hai means 3 constants hai yaha and indep. var 2 hai

Kunal_
Автор

Thank you sir....
Baki ke lecture bhi upload kar dijiye sir

GiletinBabji
Автор

case 2
No of constant=no of In.variable
Solution of Pde is unique and is of order 1 only 1st oder solution hota es condition k lehaz sy but my question is how to solve this
Y=ae^(by)cos(bx)

mir-vitaminA
Автор

Sir you have uploaded the formation of partial differentiation (Case1) two times

mohdmunassiralam
Автор

7:26 sir yaha pq ki jagah s use kr sakte hai kya

Om-pant
Автор

sir Z kaise dependent varible huwa ? wo bhi independent variable me aayega na ? to is hissab se 3 independent variable honge na aur do dependent variable

akhilesh
Автор

Why we assume x, y as independent variable and z as dependent ?

sahilrazakhan
Автор

Sir 3 wale eg me eqn 2 kaa diff ualta kr diya kya aapne ?

karishmasharma
Автор

Sir isme lemda bhi to arbitary constant hi hoga na, app to keval h and k ko hi arbitrary constant let kiya hai aisa kyu sir

btechmathsclasses
Автор

sir ye sphere ka konsa formula lgyaa hai??aapne
(x-h)^2 + walaaa

AmanKumar-fhnu
Автор

Sir, from where do you take up these questions? Our college has NP BALI and we do not find it very helpful, please reply.

yashikaverma
Автор

Sir isme third example mai ( z=s ) 8:31
Likh sakte hai ??

adityadaksh
Автор

Pde second order kaa nhi ho skta hai ...some one reply..

utkarshdubey