Question

the wavelength corresponding to maximum intensity of a star having surface temperature t is equals 6000 kelvin is nearly​

Answer 1

The wavelength corresponding to maximum intensity of a star having surface temperature t which equals to 6000 kelvin is 0.483 µm nearly.

Explanation:

Wien’s Displacement Law:

λmax = [Wien’s Displacement Constant] / [Temperature] ….. (i)

• According to Wien’s Displacement Law, the black body radiation curves that give peak value for different temperature at different wavelengths which are inversely proportional to the temperature.

• It will give us the maximum value of the wavelength of radiation of the given black body.

• Wien’s Displacement Constant = 2898 µm°K

• Surface Temperature of the star is given as t = 6000 K

Thus, based on the formula (i) and substituting the given values, we get

The wavelength corresponding to the maximum intensity of a star is,

λmax = 2898/6000 = 0.483 µm

------------------------------------------------------------------------------------

Also View:

Explain black body radiation and the photoelectric effect

class 11

https://brainly.in/question/12505537

How to calculate wavelength range if the temperature is given for maximum energy density in a black body?

https://brainly.in/question/12455761

Explain black body radiation

https://brainly.in/question/2987425