Concept
Extra Information
Graphs/Equation
300

What element is represented in this PES spectrum?


Aluminum

400

Draw a diagram to explain PES

Lemme know

400

Who developed the concept of PES?

Kai Siegbahn

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

400

What element is represented in this PES spectrum?


Oxygen

500

Explain the process of PES

Lemme know

500

What's the difference between UPS and XPS?

UPS uses ultraviolet radiation 

MPS uses X-ray radiation

500

How do you derive the equation for binding energy (BE)?

E = hv

E = KE + BE

Substitute

Therefore, by transitive property: 

hv = KE + BE

Solve for BE

BE = hv - KE


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