In Chapter 15, we estimated the boundary layer thickness using the integra momentum approximation. The boundary layer thickness 8(x) was given as follows. 8(x) = (2c)¹/² (1²¹/² C = nx. `PU If Ø), find 8(x) " Also, we found the wall shear stress, Tw as follows, Tw = Ø'(0) ₁0(E) [1 - 0 ()]d} and Tw {Ø'(0) [*Ø (§)[¹1 – Ø (§)]d{}¹/²nUV¹/2 10000 - `nx'
In Chapter 15, we estimated the boundary layer thickness using the integra momentum approximation. The boundary layer thickness 8(x) was given as follows. 8(x) = (2c)¹/² (1²¹/² C = nx. `PU If Ø), find 8(x) " Also, we found the wall shear stress, Tw as follows, Tw = Ø'(0) ₁0(E) [1 - 0 ()]d} and Tw {Ø'(0) [*Ø (§)[¹1 – Ø (§)]d{}¹/²nUV¹/2 10000 - `nx'
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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![In Chapter 15, we estimated the boundary layer thickness using the integral
momentum approximation. The boundary layer thickness 8(x) was given as follows.
ηχ.
8(x) = (2c)¹/² (U) 1/2
Tw =
If Ø() = , find 8(x)
)
Also, we found the wall shear stress, Tw as follows,
1
• ²00 (²0)[¹ – Ø(²)][{}¹/²³
(0)
and Tw
C =
Ø'(0)
√²+ Ø (§) [1 - Ø (§)]d}
12412
`nx'](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa5be52d7-969f-48e7-912c-c8af10a8f6da%2Fd1b34d89-16c4-47b1-8868-28e1283a7e59%2Fhmymdon_processed.png&w=3840&q=75)
Transcribed Image Text:In Chapter 15, we estimated the boundary layer thickness using the integral
momentum approximation. The boundary layer thickness 8(x) was given as follows.
ηχ.
8(x) = (2c)¹/² (U) 1/2
Tw =
If Ø() = , find 8(x)
)
Also, we found the wall shear stress, Tw as follows,
1
• ²00 (²0)[¹ – Ø(²)][{}¹/²³
(0)
and Tw
C =
Ø'(0)
√²+ Ø (§) [1 - Ø (§)]d}
12412
`nx'
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