Can I have help filling the blanks(when applicable) in the following?Please add a description of the way you thought to fill the blank.Thank you! Bernoulli's Equation cont...Now we know that flow is irrotational and external force is conservative.Therefore, equation (A) becomes (substituting F = -VN, q = -Vø andcurl g = 0)> (1)Let r be the position vector of the fluid particle at time t.Let dr be an instantaneous displacement made in the position of theparticle.Then,(1) x dr →(You can take dr VN = d2)..... .... Bernoulli's EquationIf the body forces are conservative and flow is of the potential kind, thenthe Euler's equation leads to Bernoulli's equationi.e. F = -VN, q = -V$Using Euler's equation,aq1+ vq? - q A curl q = E--Vp .. (A)at2

Euler's equation𝝏q𝝏t+12∇q2-q∧curlq = F-1ρ∇pFor the irrotational flow and conservative external…

Answered: Can I have help filling the blanks(when…

Can I have help filling the blanks(when applicable) in the following? Please add a description of the way you thought to fill the blank. Thank you!

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Numerical Calculations

In the mid-20th century, the availability and the growth in power of digital computers led to the increase in the mathematical model in the field of engineering and science. The analysis of these detailed models needs to be increased.

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Can I have help filling the blanks(when applicable) in the following?

Please add a description of the way you thought to fill the blank.

Thank you!

Bernoulli's Equation cont...
Now we know that flow is irrotational and external force is conservative.
Therefore, equation (A) becomes (substituting F = -VN, q = -Vø and
curl g = 0)
> (1)
Let r be the position vector of the fluid particle at time t.
Let dr be an instantaneous displacement made in the position of the
particle.
Then,
(1) x dr →
(You can take dr VN = d2)
..... ....

Bernoulli's Equation
If the body forces are conservative and flow is of the potential kind, then
the Euler's equation leads to Bernoulli's equation
i.e. F = -VN, q = -V$
Using Euler's equation,
aq
1
+ vq? - q A curl q = E--Vp .. (A)
at
2

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