4. It is important to remember that the isentropic relations and normal shock relations are monotonic with Mach number and can be inverted. To illustrate this, consider the following problems, (a) Given a total temperature to static temperature ratio of 4, determine the Mach number. (b) If the entropy rises by ∆s/R = 1.0 across a shock, determine the pre- and post- shock Mach numbers and the static pressure jump (p2/p1).
4. It is important to remember that the isentropic relations and normal shock relations are monotonic with Mach number and can be inverted. To illustrate this, consider the following problems, (a) Given a total temperature to static temperature ratio of 4, determine the Mach number. (b) If the entropy rises by ∆s/R = 1.0 across a shock, determine the pre- and post- shock Mach numbers and the static pressure jump (p2/p1).
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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4. It is important to remember that the isentropic relations and normal shock relations
are monotonic with Mach number and can be inverted. To illustrate this, consider the
following problems,
(a) Given a total temperature to static temperature ratio of 4, determine the Mach
number.
(b) If the entropy rises by ∆s/R = 1.0 across a shock, determine the pre- and post-
shock Mach numbers and the static pressure jump (p2/p1).
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