P-40B Performance (change of subject):
Estimating the last moments of flight of Flying Tiger Jack Newkirk which ended with his fatal crash in Lamphun, Thailand on 24 Mar 1942.
There are a number of possible scenarios regarding the fatal crash of Jack Newkirk (see two examples
here and
here). One is that, on starting his return to Chiang Mai from strafing targets in Lamphun, he followed the rail line north and encountered AA fire from a railway bridge at N18°35.12 E99°01.3. He circled around to the left to make another approach on the bridge to attack the AA unit, but hit a tree, and crashed at about N18°34.76' E99°01.25.
Out of curiosity, I made some assumptions and roughed in a possible flight path, checked distances, and calculated a flight time of about
32 seconds between Newkirk being fired on by an AA unit at a railway bridge and his crash as he was circling to target that AA unit. Things do happen quickly at 300 mph; but just 32 seconds? I wonder if that's possible.
I roughed in a possible flight path on the attached Google Earth map. From that, I made these calcs:
Assume approx. speed = 340 mph* (547 kph), but say 500 kph for ease of calculation.
500 kph x 1000 m/km
—————————---- = 140 m/sec
60 min/hr x 60 sec/min
Flight path measures approximately 4.5 km long.
So, time to fly path length was approximately
4.5 km x 1000 m/km
—————————-- = 32 sec
140 m/sec
*Dan Ford,
Flying Tigers, p 354
Some questions come to mind:
1. Is 500 kph (311 mph) a realistic speed to assume at a strafing altitude for a P-40B?
2. At that speed, or other speed (if judged more likely), is the flight path,
particularly with its turning diameters of about 1 km (0.6 mi), realistic?
3. For that matter, would the turns significantly reduce the flight speed
and thereby significantly increase the flight duration?
Any comment would be appreciated.