jasong
11-03-2006, 04:49 PM
(Couldn't come up with a better title)
As an obsessive compulsive math nut, I decided to enumerate my DC "problem."
First, you can get approximately twice as much power for the same amount of money approximately every 18 months. That means, overall, costs go down approximately 3.75% a month for the same output, but usually only if you stick to the "average" computer. In my opinion, if you buy significantly older, or top-of-the-line product(yes, I know they're different areas), you're paying more for less power.
Secondly, assuming I keep my job, I like to buy new hardware every 3-6 months. I'll wait if I think something good is about to come out, but basically I'm looking for maximum output for the next two years after whenever I'm looking at the situation.
The actual reduction average is 3.78%, so let's go ahead and overanalyze, and see what that gets us. The left column will be how many months have elapsed in a perfect, cost going down by half for some throughput every 18 months, world. The second column is the cost in that same world, or, actually a proportion of the very first cost. The third column is output times the cost percentage. The fourth column is the column which tells how much bang for buck we get at a point two years after month zero, which will tell us if waiting will get us more throughput for our buck in this imaginary world. I haven't bothered to factor in electricity(my dad pays for electricity and I probably won't be able to buy enough computers for him to complain.)
0 1 24 1
1 .9622 22.1306 1.0393
2 .9258 20.3676 1.0801
3 .8908 18.7068 1.1194
4 .8572 17.144 1.1666
5 .8248 15.6712 1.2124
6 .7936 14.2848 1.2601
So, in this perfect world, I'm better off waiting 6 months to spend the same amount of money if the goal is maximum crunching for a time 2 years in the future.
Comments? Flames? Psychiatrist recommendations? ;)
As an obsessive compulsive math nut, I decided to enumerate my DC "problem."
First, you can get approximately twice as much power for the same amount of money approximately every 18 months. That means, overall, costs go down approximately 3.75% a month for the same output, but usually only if you stick to the "average" computer. In my opinion, if you buy significantly older, or top-of-the-line product(yes, I know they're different areas), you're paying more for less power.
Secondly, assuming I keep my job, I like to buy new hardware every 3-6 months. I'll wait if I think something good is about to come out, but basically I'm looking for maximum output for the next two years after whenever I'm looking at the situation.
The actual reduction average is 3.78%, so let's go ahead and overanalyze, and see what that gets us. The left column will be how many months have elapsed in a perfect, cost going down by half for some throughput every 18 months, world. The second column is the cost in that same world, or, actually a proportion of the very first cost. The third column is output times the cost percentage. The fourth column is the column which tells how much bang for buck we get at a point two years after month zero, which will tell us if waiting will get us more throughput for our buck in this imaginary world. I haven't bothered to factor in electricity(my dad pays for electricity and I probably won't be able to buy enough computers for him to complain.)
0 1 24 1
1 .9622 22.1306 1.0393
2 .9258 20.3676 1.0801
3 .8908 18.7068 1.1194
4 .8572 17.144 1.1666
5 .8248 15.6712 1.2124
6 .7936 14.2848 1.2601
So, in this perfect world, I'm better off waiting 6 months to spend the same amount of money if the goal is maximum crunching for a time 2 years in the future.
Comments? Flames? Psychiatrist recommendations? ;)