Heat transfer phenomenon of natural
observed Heat transfer analysis and consideration of procedural reasons
TA, we can create an equation which of the summer. By taking into account
Heat transfer in solid objects bar Find the inverse proportion to the length of the Fourier created
. The mathematics model for this process is a single-dimension problem (one dimension)
hot
of Naga equation
. Q = NAK rate of hot J
k = constant W/summer of Naga (m•K)
t =. The difference in temperature between the summer of Naga material° K
x = length, width of a na
m. The value k, this is the personality of each type of object and the ratio K/x will be called "Conductance"
up summer of Naga, which indicate the ability of the object of which will depend on the project
. To create the object's molecules, the molecular structure of objects that are tight, as they are metal. The molecular energy transfer occurs between the it
fast over the molecular structure of objects that are not tight.
Out of one's way Like their non-ferrous metals The electrons were free (free electron) in the metal, it will affect your appreciation to bring
warming up as well, so. For objects with good energy-it's often a good summer of Naga, as well. The release
The heat of their solid inorganic compounds are usually over the metal guys ta. Best organic compounds they object or the compressed fiber
line up ta go down again
. Convection (convection) Depending on the surface area of the Naga hot couples lol, solid to fluid
. Moving from one side of the cycle flow or move out
.
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