Sentences with phrase «same energy flux»

Same energy flux at the TOA, but quite a different picture for the OHC trends.

Not exact matches

Any temperature change (in °C) divided by any energy flux (in W / m2) will have the same unit and thus can be «compared».
As the atmospheric opacity is increased (e.g., 2xCO2), the physical location of the TAU = 1 level will rise to a higher altitude, but the outgoing flux will still come from the TAU = 1 level since radiation doesn't care about the geometric scale), and the TAU = 1 level will still correspond to the same temperature (since the solar input energy is unchanged).
(& we have assumed that the energy - in flux is constant) If the new GHG temperature is the same or higher than the air temp, then there will be NO energy absorption by radiation by the new GHGs or any other air or GHG molecules.
Any temperature change (in °C) divided by any energy flux (in W / m2) will have the same unit and thus can be «compared».
A boundary layer with a higher temperature requires the deeper ocean to have a higher temperature for it to sustain the same flux (deltaT) through the boundary layer to the atmosphere (the deeper ocean (< 1 mm) still needs to loose the solar energy or it would start boiling eventually).
However, what happens if you are indeed in thermal equilibrium is that there will always be enough CO2 molecules with sufficient energy to radiate out at exactly the same rate as the flux in.
At equilibrium with cell contents and source at the same temperature, the spectrophotometer will see the same blackbody curve and total energy flux for T whether the cell is evacuated or filled with any gas or mixture of gases.
Temp being linear with the 4th root of the energy flux, a simply average of Tmax and Tmin doesn't yield the same number as averaging the 4th root.
Theorem: The steady - state dissipation of a thermodynamic system due to an energy flux between two isothermal surfaces equals the maximum rate of work possible for a Carnot engine operating between these same temperatures given the same energy input.
This is the same with our energy flux from the sun.
In practice the latent heat flux turns out to be the same as the extra DLR because some of the energy provided by the DLR to the molecules in the skin goes to address the deficit caused by the extra evaporation induced by the DLR.
Measuring incoming energy is easy peasy since the sun is a point source so the satellite sensor is illuminated by exactly the same flux intensity as the earth.
However, the IPCC, in its evaluation of κ, does not follow the rule that in the Stefan - Boltzmann equation the temperature and radiant - energy flux must be taken at the same level of the atmosphere.
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