Polytropic Specific Heat Capacity
It is denoted by and it is equal to = (y-n)/(1-n)
Read more about this topic: Polytropic Process
Famous quotes containing the words specific, heat and/or capacity:
“I recognize in [my readers] a specific form and individual property, which our predecessors called Pantagruelism, by means of which they never take anything the wrong way that they know to stem from good, honest and loyal hearts.”
—François Rabelais (1494–1553)
“I have a faint cold fear thrills through my veins,
That almost freezes up the heat of life.”
—William Shakespeare (1564–1616)
“Lords and Commoners of England, consider what nation it is whereof ye are, and whereof ye are the governors; a nation not slow and dull, but of a quick, ingenious and piercing spirit, acute to invent, subtle and sinewy to discourse, not beneath the reach of any point the highest that human capacity can soar to.”
—John Milton (1608–1674)