Starting from Batschinski's equation an equation relating fluidity (φ) with the coefficient of thermal expansion (α) of a liquid has been derived which gives a linear plot for φ against e*t. This relationship has been verified in the case of as many as 6o different liquids From the intercept of the graph on the e*t —axis, demensions of molecules have been calculated and compared with the values obtained from other methods Members of the same homologous series are found to yield the same intercept in each case as has been verified with five different homologous serie
The equation developed in Part I of this series connecting fluidity and temperature has been tested ...
In the field of fluid power, accurate knowledge of fluid properties is vital for reasonable predicti...
A new equation for predicting the thermal conductivities of organic liquids using dimension-less ana...
An equation has been deduced connecting fluidity of liquids with temperature, based on the concept o...
The significance of Ts, the temperature of fluidity. has been brought out, and e\(\propto\)Ts has be...
It has been shown from theoretical considerations that fluidities of substances in a certain homolo...
A new method of measuring compressibility and thermal expansions of liquids has been developed, in w...
It deals with the Temperature Variation of the Viscosity of Liquids and its Theoretical Significance...
The temperature dependence of thermal conductivity of liquids as given by Horrocks and McLaughlin is...
By a semiempirical approach, a method is found to calculate the specific heat of a normal pure liqui...
A formula previously proposed by one of the authors to calculate the thermal conductivity of organic...
On the basis of the linear free energy relationships theory and thermodynamics formulas, a new metho...
As is well known, the viscosity of gases and its variation with temperature has received a satisfact...
The temperature and pressure dependence of liquid viscosity has been extensively discussed in the ch...
The isobaric thermal expansion coefficient ( 0) was determined experimentally as a function of tempe...
The equation developed in Part I of this series connecting fluidity and temperature has been tested ...
In the field of fluid power, accurate knowledge of fluid properties is vital for reasonable predicti...
A new equation for predicting the thermal conductivities of organic liquids using dimension-less ana...
An equation has been deduced connecting fluidity of liquids with temperature, based on the concept o...
The significance of Ts, the temperature of fluidity. has been brought out, and e\(\propto\)Ts has be...
It has been shown from theoretical considerations that fluidities of substances in a certain homolo...
A new method of measuring compressibility and thermal expansions of liquids has been developed, in w...
It deals with the Temperature Variation of the Viscosity of Liquids and its Theoretical Significance...
The temperature dependence of thermal conductivity of liquids as given by Horrocks and McLaughlin is...
By a semiempirical approach, a method is found to calculate the specific heat of a normal pure liqui...
A formula previously proposed by one of the authors to calculate the thermal conductivity of organic...
On the basis of the linear free energy relationships theory and thermodynamics formulas, a new metho...
As is well known, the viscosity of gases and its variation with temperature has received a satisfact...
The temperature and pressure dependence of liquid viscosity has been extensively discussed in the ch...
The isobaric thermal expansion coefficient ( 0) was determined experimentally as a function of tempe...
The equation developed in Part I of this series connecting fluidity and temperature has been tested ...
In the field of fluid power, accurate knowledge of fluid properties is vital for reasonable predicti...
A new equation for predicting the thermal conductivities of organic liquids using dimension-less ana...