6.10.2(b) Define DR position;

6.10.2(b)  DR position; 

Dead reckoning (also ded (for deduced) reckoning or DR) is the process of calculating one’s current position by using a previously determined position, or fix, and advancing that position based upon known or estimated speeds over elapsed time, and course.

6.8.2(b) Define Ground Speed (GS);

6.8.2(b)  Ground speed (GS); 

Ground Speed is the speed of an aircraft with reference to the ground.

The aircraft’s airspeed is affected by the wind, and the result is the Ground Speed.  

Flying along at 100kts airspeed, with a 20kt headwind (blowing us backwards) our ground speed will be 80kts. 

Metre vs Feet (ft)

Metre …

A metre is a metric unit of length equal to approximately 1.094 yards

101011111212131314141515161617171818191920202121222223232424252530303535404045455050555560607070808090901 metremetre arrow metre ft3.3 ftft arrow
Foot.

A foot is a unit of length defined as being 0.3048 m exactly.

A foot is made up of 12 inches. 

It is the primary unit of indicating height in aviation. 

Its symbol is ft


101011111212131314141515161617171818191920202121222223232424252530303535404045455050555560607070808090901 ftft arrow ft metre0.3 metremetre arrow

True North and True Direction.

In simple terms, 

True North is directly up on most maps directly toward the Earth’s Geographic North Pole

and aligns with the lines of longitude.

True Direction

By aligning the 360 with the True north, as in the example below, you can see that the aircraft is heading east or 090 degrees. This is a True Direction of 090 Degrees True.

1020304050607080E100110120130140150160170S190200210220230240250260W280290300310320330340350True

6.2.4(a) Axis and direction of rotation

Define and identify on a diagram of the Earth: 
6.2.4(a) Axis and Direction of Rotation

The earth rotates from the West towards the East. As viewed from the North, the earth turns counter-clockwise about an axis which runs between the North and South geographic poles. 

EARTH ROTATION.

Overview Video One

Nav Computer Calculations Examples

Warning this page is Under going construction !

This section is currently being updated and may change or fail without notices.
Example One.
Your aircraft burns 175litre/hour and you need to fly for 33.3minutes.
How much fuel will you use flying this leg?
Fuel used wil be 97litre 101011111212131314141515161617171818191920202121222223232424252530303535404045455050555560607070808090901. Fuel Flow of 1752. One Hour(60mins)= Fuel of 973. Time is 33.3


Example Two.
With a Ground speed of 70 and how far would you fly in 132.9minutes.
What will be the time to travel the distance of 155 in Minutes
With be a distance of 155nm 101011111212131314141515161617171818191920202121222223232424252530303535404045455050555560607070808090901. Speed of 702. One Hour(60mins)= Distance of 1553. Time is 132.9


Example Three.
With a Ground speed of 190 and how far would you fly in 45.2minutes.
What will be the time to travel the distance of 143 in Minutes
With be a distance of 143nm 101011111212131314141515161617171818191920202121222223232424252530303535404045455050555560607070808090901. Speed of 1902. One Hour(60mins)= Distance of 1433. Time is 45.2

6.70.2 Explain the Limitations of using GPS/GNSS to supplement normal visual navigation.

Explain the limitations of using GPS/GNSS to supplement normal visual navigation. 

Although GPS/GNSS can tell you where you are, it cannot do your look out for you! 

There is a collision risk when in poor VFR conditions and a pilot aims to fly accurately towards a reporting point using GPS/GNSS. 

Chances are that other pilots are doing the same thing and due to the accuracy of GPS the risk of their paths crossing is increased in a time of reduced visibility. 

GPS is a huge benefit if used as a back up to VFR navigation and not a substitute.

24 sats

6.32.2 Calculate the headwind/tailwind component, given runway alignment and wind velocity.

Calculate the headwind/tailwind component, given runway alignment and wind velocity. 

To calculate the headwind / tailwind component of a wind, first we find the actual wind conditions. 

We then take the difference between the runway heading and the wind direction, and using the graph below, we enter the difference in wind direction and runway direction and also wind strength. With this we can work out how much crosswind and headwind will affect us for the given runway with the given wind. 

asd

Flight computer introduction

Flight Computer introduction

  

Notes