Converting Planck's Constant for Energy Unit Matching

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When calculating the energy of a photon using the equation E = hf, it is essential to use consistent units for both energy and Planck's constant. If energy is expressed in electronvolts (eV), then Planck's constant should also be converted to eV-seconds. The conversion is valid, and Planck's constant can be approximated as 4.14 x 10^-15 eV-s. Alternatively, energy can be converted to Joules, using Planck's constant in Joules-seconds. Consistency in units is crucial for accurate calculations.
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When using the equation E = hf to find the energy of a photon, do I convert the energy and Planck's constant so they contain the same energy unit? So if I use eV for energy, I convert Planck's constant to eVs? If so, then Planck's constant would be about 4.14(10^-15)eVs? Thanks for the help in advance.
 
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You need to use the same units on both sides of any equation.

What you're doing is perfectly OK. You can either convert the energy from eV to standard units (Joules) and then use Planck's constant in J-s. Or just use Plank's constant in eV-s, as you did.
 
Your conversion is perfectly fine, and your new units for the Planck constant would be Joules Coulomb per second or eV/s. For convenience, the approximation

E(eV) = \frac{1.24}{\lambda (\mu m)}

is often used as well.
 
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