This equation of state is also a general case of the older Polytrope relation which also has a constant power relation.
2.
Sometimes the word " polytrope " may be used to refer to an equation of state that looks similar to the polytropic fluid.
3.
This will yield a polytrope of index 3, which will have a total mass, " M " limit say, depending only on K 2.
4.
The polytrope relation is therefore best suited for relatively low-pressure ( below 10 7 pascals ) and high-pressure ( over 10 14 pascals ) conditions when the pressure derivative of the bulk modulus, which is equivalent to the polytrope index, is near constant.
5.
The polytrope relation is therefore best suited for relatively low-pressure ( below 10 7 pascals ) and high-pressure ( over 10 14 pascals ) conditions when the pressure derivative of the bulk modulus, which is equivalent to the polytrope index, is near constant.
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