Compton Scattering: X-ray 0.010nm, 180 Degrees

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Homework Help Overview

The discussion revolves around Compton scattering involving X-rays with a wavelength of 0.010 nm directed at loosely bound electrons. Participants are tasked with determining the Compton shift, change in photon energy, kinetic energy of the recoiling electron, and the direction of the electron's motion when scattering occurs at an angle of 180 degrees.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants are attempting to apply the Compton scattering equation and are questioning the meaning of the angle represented by "cos@". There is a focus on understanding the symbols in the equations provided and their relevance to the problem.

Discussion Status

The discussion is ongoing, with participants seeking clarification on the symbols used in the equations and the main concepts of the problem. Some have expressed confusion regarding the angle and its representation, indicating a need for further exploration of the underlying principles.

Contextual Notes

There appears to be some misunderstanding regarding the notation and the physical meaning of the variables in the equations, which may be affecting the participants' ability to engage with the problem effectively.

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3) X-rays of wavelentgh 0.010nm are directed onto a target containing loosely bound electrons. For Compton scattering from one of those electrons, at an angle of 180 degrees, what are

a) the Compton shift,

b) the corresponding change in photon energy,

c) the kinetic energy of the recoiling electron, and

d) the electron's direction of motion?



Homework Equations



Lamda'-Lamda = [h/mc] (1-cos@)
\frac{h}{m_e c} = 2.43 \times 10^{-12}\,m

The Attempt at a Solution


p_{e'}^2c^2 = (hf + mc^2-hf')^2-m^2c^4
 
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getcarter said:
3) X-rays of wavelentgh 0.010nm are directed onto a target containing loosely bound electrons. For Compton scattering from one of those electrons, at an angle of 180 degrees, what are

a) the Compton shift,

b) the corresponding change in photon energy,

c) the kinetic energy of the recoiling electron, and

d) the electron's direction of motion?



Homework Equations



Lamda'-Lamda = [h/mc] (1-cos@)
\frac{h}{m_e c} = 2.43 \times 10^{-12}\,m

The Attempt at a Solution


p_{e'}^2c^2 = (hf + mc^2-hf')^2-m^2c^4

in your equation, for scattering at 180 degrees, what is "cos@" equal to?
 
relevants are above, i did not understand that you ask cos@,
sorry i don't understand the main idea of the question
and i need help.
 
getcarter said:
relevants are above, i did not understand that you ask cos@,
sorry i don't understand the main idea of the question
and i need help.

I am asking you this to determine whether or not you understand what the symbols in the equation are.
You wrote down something that says "cos@". Do you know what the symbol @ stands for?
 
i tried to show tetha, [degree of cos.]
sorry.
 
getcarter said:
i tried to show tetha, [degree of cos.]
sorry.

Yes. And in the statement of the problem, what number is theta equal to?
 

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