Fortran What is the correct way to assign a bound of magnitude 10**270 in Fortran?

[autobot.d]

I want to find a bound for around magnitude 10**270 which is within bounds of double precision but I get

DOUBLE PRECISION :: bound = 10**270

Error: Arithmetic overflow at (1)
.\q2.f03:70.4:


where 1 is beneath the first *.

I am sure it is something simple I am overlooking...

 

[AlephZero]

Since 10 and 270 are both integers, 10**270 is evaluated as an integer expression, and then the result is converted to double precision to assign it to the variable. You got the overflow because 10**270 can't be represetned as an integer value.

You could write 10.0d0 ** 270, or better, just 10.0d270.

Note you must use a "d" exponent (not "e") in a constant to make it double precision. 10.0 ** 270 will still give an overflow, because 10.0 is a single precision constant and the maximum value that can be represented in single precision is about 10³⁸.