The amount of radiant energy emitted by a surface is given by q = ɛ0 AT+ where q represents the rate of thermal energy (per unit time) emitted by the surface in watts; e = the emissivity of the surface 0<ɛ<1 and is unitless o = Stefan-Boltzman constant (o = 5.67×10% ) A represents the area of the surface in m² Ty = surface temperature of the object expressed in kelvin What are the appropriate units for o if the equation is to be homogeneous in units?

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The amount of radiant energy emitted by a
surface is given by
q = ɛ0 AT+
where
q represents the rate of thermal energy
(per unit time) emitted by the surface in watts;
e = the emissivity of the surface 0<ɛ<1
and is unitless
o = Stefan-Boltzman constant
(o = 5.67×10% )
A represents the area of the surface in m²
Ty = surface temperature of the object
expressed in kelvin
What are the appropriate units for o if the
equation is to be homogeneous in units?
Transcribed Image Text:The amount of radiant energy emitted by a surface is given by q = ɛ0 AT+ where q represents the rate of thermal energy (per unit time) emitted by the surface in watts; e = the emissivity of the surface 0<ɛ<1 and is unitless o = Stefan-Boltzman constant (o = 5.67×10% ) A represents the area of the surface in m² Ty = surface temperature of the object expressed in kelvin What are the appropriate units for o if the equation is to be homogeneous in units?
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