Experimental negative work function?

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SUMMARY

The discussion centers on the experimental determination of the work function in a photoelectric effect lab, where the intercept of the fit line in the stopping potential versus frequency graph yielded a negative value of -1.85 V. This negative work function indicates that energy must be supplied to the material to release electrons, aligning with the equation for stopping potential: Stopping Potential = h*frequency - work function. The negative sign signifies that energy input is necessary for electron emission, clarifying the sign convention in this context.

PREREQUISITES
  • Understanding of the photoelectric effect
  • Familiarity with graphing linear equations
  • Knowledge of Planck's constant (h)
  • Basic principles of energy conservation in physics
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  • Study the implications of negative work functions in quantum mechanics
  • Learn about the photoelectric effect and its mathematical representation
  • Explore advanced graphing techniques for experimental data analysis
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Physics students, educators, and researchers interested in experimental physics, particularly those studying the photoelectric effect and quantum mechanics.

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Homework Statement


I have experimentally determined the work function from the intercepts of a fit line in graph of stopping potential (J) versus frequency (Hz). This is from a photoelectric effect lab. The value of the intercept, which I believe is that of the work function, is returned as negative. (the "a" value in the boxes). I know I am getting hung up mentally on a simple sign issue, but why is this value negative? Is this a sign convention indicating energy must enter the material to knock particles (electrons in my case) off?


Homework Equations


y= bx +a

Stopping Potential = h*frequency - work function


The Attempt at a Solution


My graph is attached.
 

Attachments

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    Graph0.jpg
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The negative "a" value of the fit line is -1.85 V. The negative sign in this equation indicates that energy must enter the material to knock electrons off, as you suggested. This is because the equation for stopping potential is Stopping Potential = h*frequency - work function. Since the work function is a negative value, energy must be added to the system in order for electrons to be released.
 

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