12 time, speed and distance

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Navigation NAU 102 Lesson 12

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Page 1: 12 Time, Speed and Distance

Navigation

NAU 102

Lesson 12

Page 2: 12 Time, Speed and Distance

Time, Speed, Distance

Calculation of Time, Speed and Distance

A daily task for a navigator.

Calculation requires accuracy and speed.

When will I get there?

How fast should I go?

Page 3: 12 Time, Speed and Distance

Speed

Unit is the Knot (kt. or kn. or knt.)

From the knotted speed log.

Page 4: 12 Time, Speed and Distance

Speed

Unit is the Knot (kt. or kn. or knt.)

1 knot = 1 nm/hour

Speed = Distance/Time

Page 5: 12 Time, Speed and Distance

Calculation

Several Methods

Mental Calculation

“6 Minute Rule”

Logarithmic Scale

Nomogram

Mathematical Formula

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Mental Calculation

Solve using simple ratios of time units.

e.g. ½, ⅓, ¼

Your speed is 20 kts. How far will you travel in 30 minutes?

You travel 6 nm in 20 minutes. What is your speed?

10 nm

18 kts

Page 7: 12 Time, Speed and Distance

“6 Minute Rule”

6 minutes is 1/10th of an hour.

Every 6 minutes, you travel a distance equal to 1/10th of your speed.

Move the decimal point 1 place to the left or right.

Page 8: 12 Time, Speed and Distance

“6 Minute Rule”

E.g. If your speed is 15 kts., how far will you travel in 6 minutes?

15.0

1.50 nm

Page 9: 12 Time, Speed and Distance

“6 Minute Rule”

E.g. What is your speed if you travel 2.7 nm in travel in 6 minutes?

2.7

27 kts.

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“6 Minute Rule”

You can use multiples of 6 minutes as well.

6 minutes = 0.1 hour

12 minutes = 0.2 hour

18 minutes = 0.3 hour

Etc.

Page 11: 12 Time, Speed and Distance

“6 Minute Rule”

E.g. If your speed is 15 kts., how far will you travel in 18 minutes?

15.0

1.50 nm x 3 = 4.5 nm

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Logarithmic Scale

On some charts and radar plotting sheets.

Page 13: 12 Time, Speed and Distance

Nomogram

On some charts and maneuvering boards.

Page 14: 12 Time, Speed and Distance

Nomogram

E.g. How far will you travel in 16 minutes at 13 kts?

Page 15: 12 Time, Speed and Distance

Nomogram

E.g. How long will it take to travel in 2.5 nm at 16 kts?

Page 16: 12 Time, Speed and Distance

Math Formula

Distance = Speed x Time

D = S x T

S = D/T

T = D/S

Page 17: 12 Time, Speed and Distance

ETA

Estimated Time of Arrival

What time will I get there?

For short voyages:

Transit Time = Distance/Speed

Transit Time + Departure Time = ETA

Page 18: 12 Time, Speed and Distance

ETA

Example

You depart Point A at 0800 and steam for 60 nm to Point B at 13 knots. What is

your ETA at Point B?

Transit Time = 60 nm/13 kts = 4.6154 hrs

= 4 hrs + 0.6154 hrs * 60 min/hr

= 4 hrs 37 min + 0800 = 1237

Page 19: 12 Time, Speed and Distance

ETA

For longer voyages, we need to know about Time Zones.

Page 20: 12 Time, Speed and Distance

Time Zones

Earth is divided into 24 time zones.

Time differs by an hour from neighboring zones.

Everyone in the zone keeps the same time.

Page 21: 12 Time, Speed and Distance

Time Zones

Each time zone is 15° of longitude wide.

360° / 24 = 15°

Zones are numbered (“zone descriptions”)

0 through -12 in east longitude

0 through +12 in west longitude

Page 22: 12 Time, Speed and Distance

Time Zones

Page 23: 12 Time, Speed and Distance

Time Zones

First, calculate the central meridian of a zone

E.g. ZD +4

Zones extends 7.5° east & west of the center.

Zone Boundaries

15° x zone description

4 x 15° = 60° W

Page 24: 12 Time, Speed and Distance

Time Zones

Page 25: 12 Time, Speed and Distance

Time Zones

To find the zone of a particular location:

•Divide by 15

•Round to the nearest whole number

•Convert longitude to degrees & tenths

Page 26: 12 Time, Speed and Distance

Time Zones

ZD = -9

141.5°/15 = 9.43

141° 30’ = 141.5°

E.g. What is the ZD of 141° 30’ E

(- E/+W)

ZD = -10142.66°/15 = 9.51

142° 40’ = 142.66°

E.g. What is the ZD of 142° 40’ E?

Page 27: 12 Time, Speed and Distance

Introduction to Navigation

Questions?