e6b flight computer vectors. –triangle of vectors – heading vs track – airspeed vs groundspeed...

26
E6B Flight E6B Flight Computer Computer VECTORS VECTORS

Upload: joy-arnold

Post on 05-Jan-2016

217 views

Category:

Documents


0 download

TRANSCRIPT

Page 1: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

E6B Flight ComputerE6B Flight ComputerVECTORSVECTORS

Page 2: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

– TRIANGLE of VECTORSTRIANGLE of VECTORS– HEADING vs TRACKHEADING vs TRACK– AIRSPEED vs GROUNDSPEEDAIRSPEED vs GROUNDSPEED– MEASURING ON THE MAPMEASURING ON THE MAP– E6B VECTORSE6B VECTORS– BASIC ROUTE SELECTIONBASIC ROUTE SELECTION– CIRCUIT JOININGCIRCUIT JOINING– WIND EFFECT ON APPROACHWIND EFFECT ON APPROACH

Page 3: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

2700 @20 knots

270@20

WIND

DESIRED TRACK

HEADING

HEADING VS TRACK

Page 4: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

SCALE on CHART RULE

INITIAL CHECKS - MAP ACCURACY

TO DETERMINE DISTANCE

Page 5: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

NAVIGATION NAVIGATION PROTRACTORPROTRACTOR

TO DETERMINE TRACK BY

COMPARISON TO TRUE NORTH

Page 6: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Cross country from Hwy 7 to LindsayCross country from Hwy 7 to LindsayEstablish what you know.

Airspeed Airspeed - 102 knots- 102 knots Wind Wind - 270 degrees true @ 20 - 270 degrees true @ 20

knotsknots Distance Distance - 34 nautical miles- 34 nautical miles TrackTrack - 042 degrees true- 042 degrees true

Educated guess 115 knots ground speedEducated guess 115 knots ground speed Educated guess correct left 10degrees for Educated guess correct left 10degrees for

wind negated by 11 degrees west variation wind negated by 11 degrees west variation

Page 7: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

2700 @20 knots34 NAUTICAL MILES

track 0420T

Heading ___@102 kts

270@20

Page 8: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

SET

WIND

STRENGTH

AND

DIRECTION

Page 9: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

ORIENT

WIND

TO

TRACK

Page 10: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

SLIDE

WIND

ONTO

AIRSPEED

MAGNITUDE

102

Page 11: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Hwy 7 to LindsayHwy 7 to Lindsay

Airspeed Airspeed - 102 knots- 102 knots Wind Wind - 270 degrees true @ 20 knots- 270 degrees true @ 20 knots Distance Distance - 34 nautical miles- 34 nautical miles TrackTrack - 042 degrees true- 042 degrees true

CalculatedCalculated - 115 knots ground speed- 115 knots ground speed CalculatedCalculated - correct left 8 degrees for wind- correct left 8 degrees for wind CalculatedCalculated - right 11 degrees for west variation - right 11 degrees for west variation

Page 12: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Planning Issues to Consider CYOO to CNY3

Page 13: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

From CYOO to CNY3 do we go in a straight line? How high?

Page 14: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

At takeoff, in what direction are At takeoff, in what direction are first enroute landmarks?first enroute landmarks?

Page 15: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Can we find airports?How are they oriented to other landmarks, roads, tracks, etc?

Page 16: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

UPPER WINDS for cruise UPPER WINDS for cruise vs METAR/TAF winds for circuitvs METAR/TAF winds for circuit

FCST BASED ON 251200 FCST BASED ON 251200

DATA VALID 251800 FOR USE 17-21 DATA VALID 251800 FOR USE 17-21 3000 3000 6000 6000 9000 9000 12000 12000

YVV YVV 0606 0606 0305-15 0305-15 9900-17 9900-17 2016-20 2016-20

YYB YYB 0406 0406 9900-16 9900-16 2009-17 2009-17 2020-20 2020-20

YYZ YYZ 0410 0410 0506-13 0506-13 9900-13 9900-13 1909-171909-17

METAR CYKZ 251900Z 01005KT 7SM SCT040 08/03 A2977 RMK SC3 METAR CYKZ 251900Z 01005KT 7SM SCT040 08/03 A2977 RMK SC3 SLP095SLP095 TAF CYKZ 251630Z 251705 02007KT P6SM SCT050 BECMG 1921 33008KT TAF CYKZ 251630Z 251705 02007KT P6SM SCT050 BECMG 1921 33008KT FM2300Z 34015G25KT P6SM SCT025 RMK NXT FCST BY 23Z= FM2300Z 34015G25KT P6SM SCT025 RMK NXT FCST BY 23Z=

Page 17: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

C150C150CRUISECRUISE

PERFORMANCEPERFORMANCECHARTCHART

enroute speed and power choices

Headwind or tailwind

Long or short trip

Page 18: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Completion of FLIGHT PLANNING Completion of FLIGHT PLANNING LOG and preparation of enroute logLOG and preparation of enroute log

Page 19: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

How high and what route?How high and what route?

About 65 milesAbout 65 miles About 40 minutes @ 90 knotsAbout 40 minutes @ 90 knots 10 minutes climb and 10 minutes descent 10 minutes climb and 10 minutes descent

would be half the flight! Plane flies best in would be half the flight! Plane flies best in cruise with best view. cruise with best view.

Climb is high power - poor view.Climb is high power - poor view. The end of a large distant landmark is better The end of a large distant landmark is better

than a small precise landmark you can’t find.than a small precise landmark you can’t find. Keep legs simple – AVOID BEING BUSYKeep legs simple – AVOID BEING BUSY

Page 20: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

CYOO real path to CNY3

Page 21: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Depart zone North off runway into 010o wind

Page 22: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Departure angle check ! Are track and visible landmarks at correct angles?

Page 23: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Arrival path to CNY3

Collingwood

Page 24: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Winds at 3000 are 060Winds at 3000 are 060oo. Will . Will they back to 350they back to 350o o with the lake?with the lake?

Page 25: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

…… …… or will they continue to veer to or will they continue to veer to 080080oo or even 100 or even 100oo. .

You need to know before New Lowell!You need to know before New Lowell!

Page 26: E6B Flight Computer VECTORS. –TRIANGLE of VECTORS – HEADING vs TRACK – AIRSPEED vs GROUNDSPEED – MEASURING ON THE MAP – E6B VECTORS – BASIC ROUTE SELECTION

Wind 0300 M @15 knots

Track 3100 M

Heading ___@60 kts airspeed

Cross wind landing at Collingwood