Extensive Quantity

In physics and chemistry, an extensive quantity (also referred to as an extensive variable) is a physical quantity whose value is proportional to the size of the system it describes. In general, this means that such a property can be expressed as the sum of the values assumed in each of the subsystems that compose the total system. From a mathematical point of view, F is an extensive quantity if, for all \alpha,
F\left(\alpha V,\alpha N \right)=\alpha F\left(V,N\right),\,
where V is volume and N is number of particles. Thus, extensive quantities are homogeneous functions (of degree 1) of volume and particle number. Extensive quantities should be contrasted with intensive quantities, which are intrinsic to the system and remain constant regardless of the size of the system. Dividing one extensive quantity by another will give an intensive quantity.

Examples

Some examples of extensive thermodynamic quantities are

 

<< PreviousWord BrowserNext >>
llanfoist
transylvania in fiction
lake koocanusa
children's corner
all media guide
geometric harmonic mean
all music guide
count of blois
alouette 2
y fenni
alouette
bethel (god)
international community school
field removed video
irish canadian
tables, ladders, and chairs match
louise sorel
lake washington school district
de havilland venom
bo stief
be file system
history of the u.s. public debt
cricket australia
zinc pyrithione
john schofield
ned hanlon
helmstedt
art taylor
daniel sickles
abortion law
charles tolliver
boomer the dog
llanelly
dabbawala
schizophrenic (album)
castilian
treasure island hotel and casino
richmond, ontario
marcus furius bibaculus
structural rule
schiller institute
second military district
bullet joe rogan
multi source