Linspace for logarithmic increasing values

Hi I'm trying to find out how to make say 100 points, representing a straight line in the loglog-scale.

The line is in theory represented by y=C*x^b, but in my example only start- and end points for the line.

I want to use something like linspace. The increment in x should still be constant. Are there any functions for this? Perhaps a function to find the constant values of C and b.

Best regards Peter

[Wayne King]

I'm confused. A straight line in a loglog() plot comes from a power relationship, not an exponential.

x = 0:0.01:1;

b = 2;

y = 0.5*x.^b;

loglog(x,y)

[Peter]

Oh! I'm sorry!

I'll edit that

Answer 1

[Wayne King]

Since you are really interested in a power relationship that will produce a straight line in a loglog plot, why can't you use linspace.

    x = linspace(0,1,100);
    b = 2; 
    y = 0.5*x.^b; 
    loglog(x,y)

[Peter]

Its exactly that "y" im after but in my case the line isn't yet represented by a slope and a constant. The equation is perhaps easy to solve? I thought if there were any built in functions used to produce a discrete logarithmic function, from two points?

Thank you for the help by the way

[Walter Roberson]

logspace() ?