Modern Physics For Scientists And Engineers
Modern Physics For Scientists And Engineers
2nd Edition
ISBN: 9781938787751
Author: Taylor, John R. (john Robert), Zafiratos, Chris D., Dubson, Michael Andrew
Publisher: University Science Books,
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Chapter 1, Problem 1.52P
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The way, the given three expressions for Doppler shift are equal.

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6.10 Assuming the orbits of earth and Mars are circular and coplanar, calculate (a) The time required for a Hohmann transfer from earth orbit to Mars orbit. (b) The initial position of Mars (a) in its orbit relative to earth for interception to occur. Radius of earth orbit 1.496(10*) km. %D Radius of Mars orbit = 2.279(10*) km. HSun = 1.327(10)km³/s?. {Ans.: (a) 259 days; (b) a = 44.3°} PROBLEMS 337 Hohmann transfer orbit Mars at launch Mars at encounter Sun Earth at launch
1.16. Establish thermodynamically the formulae (F). V = S and v (3) ₁² V T = N. Express the pressure P of an ideal classical gas in terms of the variables μ and T, and verify the above formulae.
3. Let's imagine that the earth is shrinking and we want to escape before it is too late. Let's set up some notation: R: the radius of Earth MẸ : the mass of Earth m: your mass G : the universal gravitational constant c: the speed of light Note that, since Earth is shrinking, R is not constant, but MẸ is constant (the values of ME, G and c are available on Wikipedia). In this question, we will compute the velocity needed to escape Earth and the radius of (shrunken) Earth for which even light cannot escape (when Earth becomes a black hole). In fact, all of the related formulae are well known and the purpose of this question is to justify our work using what we have learned in this course so far. (a) The work (energy) W needed to free yourself from Earth when its radius is R metres is w = G ME m dh. h2 R Show that this improper integral is equal to GME m R
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