In any case, the «positive feedback» you're alluding to becomes an equal «negative feedback» as it moves away from the Sun once more —
average over time = zero.
Not exact matches
Amount
= Over 32 ounces (nearly 1 1/2
times the amount of the
average bottle of store bought dish washing soap)
Time series of the observed amplitudes (in meters per second) of zonal wave numbers m
= 6 (black), m
= 7 (red), and m
= 8 (blue) for the 15 - d running means of the meridional wind velocity at 300 hPa
averaged over 37.5 ° N − 57.5 ° N for May − September 2012 and 2013, based on daily reanalysis data (41).
So in an equilibrium atmosphere with T
= 300 K, when
averaged over long periods of
time, a molecule of N2 in such an atmosphere will have an
average altitude of 9 km.
If we want to obtain a function T (x, y, z, t) obeying certain non linear PED / ODE we will look for a PARTICULAR type type of solution: T (x, y, z, t)
= Ta (x, y, z) + u (x, y, z, t) where Ta (x, y, z) is a
time average of T (x, y, z, t)
over a certain period L (eventually a bit space
averaged around the point (x, y, z)-RRB- AND u (x, y, z, t) is a random variable with a known probability density distribution.
The fundamental hypothesis is that at some
time in the past and
over some unspecified
time -
averaging period that on a whole - planet basis radiative energy transport attained a state of equilibrium; out - going energy
= in - coming energy.
10 Temperature change
over past 22,000 years Agriculture established Temperature change (C °) End of last ice age
Average temperature over past 10,000 years = 15 °C (59 °F) Figure 20.2 Science: estimated changes in the average global temperature of the atmosphere near the earth's surface over different periods o
Average temperature
over past 10,000 years
= 15 °C (59 °F) Figure 20.2 Science: estimated changes in the
average global temperature of the atmosphere near the earth's surface over different periods o
average global temperature of the atmosphere near the earth's surface
over different periods of
time.
The rates
averaged over the last three decades very closely give an exponential with a doubling
time of 33.3 years, i.e. eightfold in a century, meaning starting with 370 in 2000 (90 +280) gives exactly 1000 in 2100 (
= 720 +280).
From Equation (7), Y
= A ˜ / (X) b, if we divide the
average weighted level curve of satisfaction by A ˜, we obtain the
average adjusted weighted level curve of satisfaction
over time:
By dividing each country's weighted level curve by the
average weighted level curve of satisfaction
over time in Equation (7), Y
= A ˜ / (X) b, we obtain