Sentence examples for mean temperature gradient from inspiring English sources
The mean temperature gradient is given.
New exact analytical scattering matrix solutions, which follow as consequences of this connection, are given for two significant duct acoustics problems, namely, the sound transmission in non-uniform ducts carrying an incompressible subsonic low Mach number mean flow transmission of sound in uniform ducts with a full quadratic axial mean temperature gradient.
Additionally, radiative forcing sustains a cold winter North Pole with negative equator-to-pole mean temperature gradient, that is, (frac{partial T}{partial y} < 0).
Fish in recirculating treatment tanks experienced diel temperature cycles over 6 weeks that reached a maximum of 28.5°C in the afternoon and a minimum of 17.0°C at night (mean temperature gradient of ~1.5°C per hour; Additional file 7: Figure S1, Supporting information), while fish in control tanks were held at a constant temperature of 15°C spring water.
From the thermal wind relation (frac{partial u}{partial z} sim - frac{partial T}{partial y}), this decrease implies a rise of temperature at the winter pole, meaning that the equator-to-pole mean temperature gradient becomes less negative.
The one-dimensional wave equation for ducts with an axial mean temperature gradient is solved analytically.
The model reproduces the latitudinal background mean temperature gradients well except that the cold mesopause temperature in eCMAM30 is 10 to 20 K colder than SABER.
Porosity or stack spacing, mean temperature, and temperature gradient over the stack were shortly discussed.
For the present study, we have selected 3 out of 21 GCM on the basis of their temperature gradient: (a) Minimum mean temperature increase (T min → INM-CM4, Russia, +1 °C until 2070).
For the background mean temperature, the model reproduces the latitudinal temperature gradients quite well.
The size of the temperature ramps is expected to increase as the gradients in mean wind speed and mean temperature increase, and it follows that if insects do use temperature ramps as orientation cues then the mean gradient in these two variables should be accompanied by an increase in the 'tightness' of orientation (i.e. a decrease in angular dispersion around the mean value).
