Cessna 402C Pilot Operating Handbook page 109

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SECTION 5
PERFORMANCE
Rate-Of-Climb -
Cruise Climb (Figure
5-14)
(1) Enter Figure 5-14 at 16°C (61°F).
(2) Proceed vertically up to the 2400-foot pressure altitude line.
(3) Proceed horizontally right to the reference line.
Follow the
....--' " "
slope of the adjacent rate-of-climb lines until intersecting the
vertical 6200-pound line.
(4) Proceed horizontally right to obtain rate-of-climb.
(980 Feet
per l':1i nute)
(5) Climb speed is 120 KIAS for all conditions.
Rate-Of-Climb -
One Engine Inoperative (Figure 5-15)
(1)
(2)
(3)
(4)
(5)
Enter Figure 5-15 at 160C (61°F).
Proceed vertically up to the 2400-foot pressure altitude line.
Proceed horizontally right to the reference line.
Follow the
slope af the adjacent rate-af-climb lines until intersecting the
vertical 6200-paund line.
Proceed horizontally right to obtain rate-of-c1imb.
(360 Feet
per minute)
Enter the climb speed data to determine the climb speed cor-
rected for 6200 pounds and 2400 feet.
(99 KIAS)
Time, Fuel And Distance To Climb -
Cruise Climb (Figure 5-19)
Time, fuel and distance to climb are determined by finding the dif-
ference between the airport and the cruise conditions; thus, two
calculations are required, one for the airport condition and the
second for'the cruise condition.
Airport Condition:
(1) Enter Figure 5-19 at 16 0 C (61 0 F).
(2) Proceed vertically up to 2400-foot pressure altitude line.
(3) Proceed horizontally right to the 6200-pound line.
(4) Proceed vertically down to obtain time to climb (2.6 minutes),
fuel to climb (10 pounds) and distance to climb (6 nautical
miles).
Cruise Condition:
(5) Enter Figure 5-19 at OOC (32°F).
(6) Proceed vertically up to 9500-foot pressure altitude line.
(7) Proceed horizontally ri9ht to the 6200-pound line.
(8) Proceed vertically down to obtain time to climb (10.3 minutes),
fuel to climb (39 pounds) and distance to climb (22 nautical
miles).
Final Calculations:
Time to Climb
= Cruise time to climb - Airport time to
climb
10.3 minutes - 2.8 minutes
7.5 minutes

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