Where the coefficient of expansion is given for 100 degrees, as in Table 6, the result should be divided by 100.
"Steam, Its Generation and Use" by Babcock & Wilcox Co.
Approximate coefficient of linear expansion of quartz per degree between 80 deg.
"On Laboratory Arts" by Richard Threlfall
Durability is determined also by the different coefficients of expansion of the constituent minerals of the rock.
"The Economic Aspect of Geology" by C. K. Leith
Invar pendulum rods are often made of steel with coefficients of expansion of about .0000012 linear per 1 deg.
"Encyclopaedia Britannica, 11th Edition, Volume 6, Slice 5" by Various
The coefficient of expansion for normal solutions is 0.00033 per cc.
"Soap-Making Manual" by E. G. Thomssen
The coefficient of volume expansion of a solid is three times its linear coefficient.
"The New Gresham Encyclopedia" by Various
Preliminary note on the coefficients of thermal expansion of certain rocks.
"United States Government Publications, v. 8 Jan-Jun 1892" by Compiled
C. He also determined the coefficient of expansion for ice between -24 deg.
"Encyclopaedia Britannica, 11th Edition, Volume 11, Slice 5" by Various
Its coefficient of expansion for each degree between 0 deg.
"Encyclopaedia Britannica, 11th Edition, Volume 12, Slice 2" by Various
He used the value 1/267 for the coefficient of expansion, and .267 for the specific heat of air.
"Encyclopaedia Britannica, 11th Edition, Volume 13, Slice 2" by Various
Here are a few coefficients of linear (length) expansion.
"Physics" by Willis Eugene Tower
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Not concerning the problem of accuracy increasing let us consider the case when original series (1) allows to obtain formulas for the coefficients of expansion (2) as a converging infinite sum.
Asymptotic expansion of a function defined by power series
Let us obtain equations connecting nc where each coefficient of expansion (1) is used only once. Obviously if (33) is directly substituted to (79) we will have instead of required formulas an infinite sum of terms containing a product of finite and infinite values.
Asymptotic expansion of a function defined by power series
Theorem 1 can be used for immediate calculation of coefficients of expansions (2) and (34) without solving a system of linear algebraic equations.
Asymptotic expansion of a function defined by power series
These are coefficients of power series expansion of a higher genus algebraic function with respect to suitable variable.
Explicit formula for generalization of Poly-Bernoulli numbers and polynomials with a,b,c parameters
QuantumState.mixingCoefficient: PhysicalQuantity A positive or negative number giving the squared or the signed linear coefficient corresponding to the associated component in the expansion of the eigenstate (QuantumState in the DM).
IVOA Recommendation: Simple Spectral Lines Data Model Version 1.0
The squared expansion coefficients for the various γSL terms in the composition of the αJ level are conveniently expressed as percentages, whose sum is 100%.
IVOA Recommendation: Simple Spectral Lines Data Model Version 1.0
Fig. 7 and Fig. 8 represent the variation of the heat capacity, CV(T), and volume expansion coefficient, α(T) as a function of temperature, respectively. These two quantities show a sharp increase up to ~400K, and at high temperature CV is close to a constant, which is the so-called Dulong-Petit limit .
Phase stability and physical properties of Ta5Si3 compounds from first-principles calculations,
In Fig. 8, we have plotted the thermal expansion coefficient α of the Cr5B3-type structure. It is shown that, for a given pressure, α increases with temperature at low temperature especially at 0 pressure and gradually tends to a linear increase at high temperature.
Phase stability and physical properties of Ta5Si3 compounds from first-principles calculations,
Then using the equation with the two first terms, we find the coefficient of the second term of expansion.
Interaction description from the non-linear electromagnetic theory point of view
Then, using the equation for the three first terms, we find the coefficient for the third term of expansion, etc. As it is known by this method it is possible to obtain the solution with any desirable accuracy.
Interaction description from the non-linear electromagnetic theory point of view
B0 is the strength of the magnetic field, g is the gravity acceleration, T is the fluid temperature, C is the species concentration, β is the fluid thermal expansion coefficient and β* is the species expansion coefficient.
Comments on six papers published by S.P. Anjali Devi and R. Kandasamy
An extension of these methods is presented in this paper to correct also the measured volumetric strain and consequently the measured undrained bulk compressibility and undrained thermal expansion coefficients during these tests.
Effect of the volume of the drainage system on the measurement of undrained thermo-poro-elastic parameters
Lc of water are known as functions The thermal expansion coefficient fLα and the compressibility of temperature and fluid pressure.
Effect of the volume of the drainage system on the measurement of undrained thermo-poro-elastic parameters
An extension of these methods is presented in this paper to correct also the measured volumetric strain and consequently the measured undrained bulk compressibility and undrained thermal expansion coefficients during these tests.
Effect of the volume of the drainage system on the measurement of undrained thermo-poro-elastic parameters
The coefficients in the expansion are related to the probabilities that in a measurement the system will be found to have one of these eigen-values.
A Quantum Past
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