A lightbulb radiates most strongly at a wavelength of about 2940 nanometers. How hot is its filament?
According to Wein’s law,
2940 nanometers = 3*10^6nm-K/T
Thus, T = 3*10^6nm-K* 2940 nm = 3000/2940 K = 1020.4 K--> The temperature of the filament
A lightbulb radiates most strongly at a wavelength of about 2940 nanometers. How hot is its...
An electric stove burner on "high" radiates most strongly at about 2,050 nanometers. What is its temperature? Please round answer to two significant figures. T = ______ K
How hot is a metal being welded if it radiates most strongly at 610 nm?
Human eye is most sensitive to green light with wavelength of approximately 0.55 ?m. What is the temperature of an incandescent bulb filament that radiates most of its energy as a blackbody at this wavelength
Please, no referring. A 100-W lightbulb has a resistance of about 12 Ω when cold (20 ∘C) and
136 Ω when on (hot). Estimate the temperature of the filament when hot
assuming an average temperature coefficient of resistivity
α=0.0045(C)−1.
A 100-W lightbulb has a resistance of about 12 Ω when cold (20 ∘C) and 152 Ω when on (hot). Estimate the temperature of the filament when hot assuming an average temperature coefficient of resistivity α=0.0045(C)−1.
A 100-W lightbulb has a resistance of about 12 Ω when cold (20 ∘C) and 124 Ω when on (hot). Estimate the temperature of the filament when hot assuming an average temperature coefficient of resistivity α=0.0045(C)−1.
A 100-W lightbulb has a resistance of about 12 Ω when cold (20 ∘C) and 128 Ω when on (hot). Estimate the temperature of the filament when hot assuming an average temperature coefficient of resistivity α=0.0045(C)−1.
A 100-W lightbulb has a resistance of about 12 Ω when cold (20 ∘C) and 128 Ω when on (hot). Estimate the temperature of the filament when hot assuming an average temperature coefficient of resistivity α=0.0045(C)−1.
A 100-W lightbulb has a resistance of about 12 Ω when cold (20 ∘C) and 128 Ω when on (hot). Estimate the temperature of the filament when hot assuming an average temperature coefficient of resistivity α=0.0045(C)−1. Express your answer to two significant figures and include the appropriate units.
An incandescent lightbulb contains a tungsten filament that reaches a temperature of about 3020 K, roughly half the surface temperature of the Sun. Part A Treating the filament as a blackbody, determine the frequency for which its radiation is a maximum.