If that's the case, shoot your reply to BG. That's where all the math originated. Again, show me the formula. Showed you mine.:buffing:
My intention was to simply illustrate without complications or arrogance the difference between one size pad vs. another, in this case a standard 5 1/2", 6 1/2" and 7" diameter pads.
Most here understand that the foam pads they rely on for compounding and polishing are round or circular in shape, hence the reason I chose to keep things simple.
That said, I decided to use a simple formula to determine the area of a circle to illustrate my point.
The area of a circle is simply stated as: pi × r2 with pi = 3.141592653589793. For this example I decided to again simplify things and used
pi = 3.14
To calculate the simple area of a 5 1/2", 6 1/2" and 7"
circle the following formula can be used....or at least the way I remember it but maybe things have changed.
Area = pi × r2 = 3.14 × 2.752 = 3.14 × 7.562 = 23.75 in²
Area = pi × r2 = 3.14 × 3.252 = 3.14 × 10.562 = 33.18 in²
Area = pi × r2 = 3.14 × 3.502 = 3.14 × 12.25 = 38.48 in²
Allow me to restate my illustration for our readers
- Area - 5 1/2" circle = 23.75 in²
- Area - 6 1/2" circle = 33.18 in²
- Area - 7" circle = 38.48 in²
What I attempted to illustrate I did so in simple terms using products commonly found in every detailing arsenal. I did to in order to convey a clear understanding of how using a smaller or larger polishing pad can affect a polishers performance.
I have posed this information more times than I care to remember and you're the first person to find fault and need to correct it, interesting.
Fault-finding and criticizing, no matter what your intentions, tend to drive wedges between us and other people. A person who looks in order to find fault in everything is a person to be avoided, when all is said and done, and who among us wants other people to avoid us whenever they can?
Now, back to detailing boys and girls.....:coolgleam: