Jim has finally been able to make three sets of data runs at 4000', 6000', 8000' and 10,000' baro altitudes to compare with three sets of data he had taken previously with the standard tips. I took both data sets and obtained a second-order polynomial fit of each tip type vs density altitude. The results are presented below of the curve fit of TAS mph at 1000' intervals from a density altitude of 4000' to a density altitude of 12,000'.
dalt orig new
4000 189.9 197.0
5000 191.4 196.4
6000 192.0 195.6
7000 191.7 194.6
8000 190.4 193.4
9000 188.3 192.0
10,000 185.2 190.3
11,000 181.2 188.5
12,000 ----- 186.5
I didn't list the 12,000' value for the original tips as I felt that was at the extreme edge of the second-order curve and the closest three density altitudes with the original tips were 10,851, 10,885, and 10,998.
For those of a mathematical bent, the coefficients for the original tips are:
-4.669584E-7 * V^2 + 5.762168E-3 * V + 174.2846, and for the new tips:
-1.001908E-7 * V^2 + 2.854875E-4 * V + 197.5071
dalt orig new
4000 189.9 197.0
5000 191.4 196.4
6000 192.0 195.6
7000 191.7 194.6
8000 190.4 193.4
9000 188.3 192.0
10,000 185.2 190.3
11,000 181.2 188.5
12,000 ----- 186.5
I didn't list the 12,000' value for the original tips as I felt that was at the extreme edge of the second-order curve and the closest three density altitudes with the original tips were 10,851, 10,885, and 10,998.
For those of a mathematical bent, the coefficients for the original tips are:
-4.669584E-7 * V^2 + 5.762168E-3 * V + 174.2846, and for the new tips:
-1.001908E-7 * V^2 + 2.854875E-4 * V + 197.5071