2.10 Semi-Infinite Rod

2.10 Semi-Infinite Rod

• 2 is an eigenvalue.

• We have only seen problems over finite intervals up to this point.
• It is useful to assume that an object is infinite.

• Extending from 0 to [?
• ].

• There is no other boundary condition in the absence of one.

• The heat equation and boundary condition are not different.

• A sum of functions is not fixed.
• We can attack them.

• We were told to use a negative constant.

• The improper integral is made by the exponential function.

• The interpretation of our solution must be taken care of.

• The problem can be solved in Eqs.

• The temperature of the long right end is different from the left one.
• The solution is given by the teacher.

• The values are 0.01, 0.1, and 1.
• 2 hasn't changed much from its initial value.

• The temperature at the surface varies according to time of day and season.