Harlow Christchurch by car, distance and driving time

The distance between Harlow and Christchurch by car is 134 miles. The driving time is 2 hours and 19 minutes.

How far is Christchurch from Harlow? The driving distance is 134 miles, depending on the selected route and traffic conditions.

From: Harlow, County: Essex, England
To: Christchurch, County: Dorset, England
134 mi , 2 h 19 min
Tolls: 0£ Stations
Fuel consumption:
Fuel cost:
Passengers:



Route from Harlow to Christchurch on map



Driving directions from Harlow to Christchurch

134 mi 2 h 19 min
1.
Head north on Little Grove Field
175 ft
2.
Turn left onto Wedhey
193 ft
3.
Turn right onto Harberts Road
411 ft
4.
Turn right onto Fourth Avenue
689 ft
5.
Enter the roundabout and take the 1st exit onto Fourth Avenue
110 ft
6.
Exit the roundabout onto Fourth Avenue
721 ft
7.
Enter the roundabout and take the 1st exit onto Fourth Avenue
68 ft
8.
Exit the roundabout onto Fourth Avenue
792 ft
9.
Enter the roundabout and take the 1st exit onto Fifth Avenue (A1019)
101 ft
10.
Exit the roundabout onto Fifth Avenue (A1019)
510 ft
11.
Enter the roundabout and take the 2nd exit onto Fifth Avenue (A1019)
183 ft
12.
Exit the roundabout onto Fifth Avenue (A1019)
0.4 mi
13.
Enter Burnt Mill Roundabout and take the 2nd exit onto Fifth Avenue (A414)
207 ft
14.
Exit the roundabout onto Fifth Avenue (A414)
0.4 mi
15.
Enter Eastwick Lodge Roundabout and take the 1st exit onto A414
40 ft
16.
Exit the roundabout onto A414
4.7 mi
17.
Enter Amwell Roundabout and take the 3rd exit onto Stanstead Road (B1502)
425 ft
18.
Exit the roundabout onto Stanstead Road (B1502)
1.5 mi
19.
Enter Rush Green Roundabout and take the 1st exit onto A414
89 ft
20.
Exit the roundabout onto A414
0.8 mi
21.
Enter Foxholes Roundabout (aka Lancaster Roundabout) and take the 2nd exit onto London Road (A414)
226 ft
22.
Exit the roundabout onto London Road (A414)
0.5 mi
23.
Enter London Road Roundabout and take the 1st exit onto Gascoyne Way (A414)
41 ft
24.
Exit the roundabout onto Gascoyne Way (A414)
0.3 mi
25.
Enter the roundabout and take the 2nd exit onto A414
197 ft
26.
Exit the roundabout onto A414
0.4 mi
27.
Enter the roundabout and take the 1st exit onto A414
94 ft
28.
Exit the roundabout onto A414
1217 ft
29.
Enter the roundabout and take the 2nd exit onto A414
117 ft
30.
Exit the roundabout onto A414
0.6 mi
31.
Enter the roundabout and take the 2nd exit onto A414
136 ft
32.
Exit the roundabout onto A414
2.1 mi
33.
Enter the roundabout and take the 2nd exit onto Hatfield Road (A414)
156 ft
34.
Exit the roundabout onto Hatfield Road (A414)
0.9 mi
35.
Enter the roundabout and take the 2nd exit onto Hertford Road (A414)
239 ft
36.
Exit the roundabout onto Hertford Road (A414)
2.6 mi
37.
Enter the roundabout and take the 3rd exit onto A414
204 ft
38.
Exit the roundabout onto A414
971 ft
39.
Enter Jack Olding's Roundabout and take the 2nd exit towards A1(M)
153 ft
40.
Exit the roundabout towards A1(M)
1.7 mi
41.
Take the ramp on the left towards A414: St Albans
0.3 mi
42.
Enter Roehyde Interchange and take the 2nd exit onto North Orbital Road (A414)
599 ft
43.
Exit the roundabout onto North Orbital Road (A414)
1.2 mi
44.
Keep left onto North Orbital (A414)
1.7 mi
45.
Enter London Colney Roundabout and take the 3rd exit onto North Orbital Road (A414)
455 ft
46.
Exit the roundabout onto North Orbital Road (A414)
1.9 mi
47.
Enter Park Street Roundabout and take the 2nd exit onto North Orbital Road (A405)
167 ft
48.
Exit the roundabout onto North Orbital Road (A405)
0.6 mi
49.
Enter the roundabout and take the 2nd exit onto North Orbital Road (A405)
106 ft
50.
Exit the roundabout onto North Orbital Road (A405)
0.6 mi
51.
Enter the roundabout and take the 1st exit onto North Orbital Road (A405)
130 ft
52.
Exit the roundabout onto North Orbital Road (A405)
0.4 mi
53.
Enter Bricket Wood Junction and take the 3rd exit towards M25: Heathrow
583 ft
54.
Exit the roundabout towards M25: Heathrow
26.7 mi
55.
Take the ramp on the left towards M3: The SOUTH WEST
0.3 mi
56.
Keep right towards M3: Basingstoke
0.7 mi
57.
Merge right onto M3
50.2 mi
58.
Keep left onto M3
1 mi
59.
Keep right towards M27
1.8 mi
60.
Merge right onto M27
8.3 mi
61.
Continue onto A31
11.3 mi
62.
Take the ramp on the left
1191 ft
63.
Keep left at the fork
386 ft
64.
Merge right onto Spur Road (A338)
5.2 mi
65.
Take the ramp on the left
1248 ft
66.
Turn left onto Hurn Road (B3073)
0.5 mi
67.
Enter the roundabout and take the 2nd exit onto Hurn Road (B3073)
82 ft
68.
Exit the roundabout onto Hurn Road (B3073)
0.4 mi
69.
Enter the roundabout and take the 1st exit onto Fairmile Road (B3073)
21 ft
70.
Exit the roundabout onto Fairmile Road (B3073)
0.6 mi
71.
Enter Fairmile Roundabout and take the 2nd exit onto Fairmile Road (B3073)
160 ft
72.
Exit the roundabout onto Fairmile Road (B3073)
0.5 mi
73.
Continue onto Bargates (B3073)
0.3 mi
74.
Enter Fountain Roundabout and exit onto Fountain Roundabout (A35)
138 ft
75.
You have arrived at your destination
0 ft


How much does a trip from London to Brighton set you back in petrol costs?

The answer: £23.4. In this calculation, we're considering a petrol price of 144 pence per liter and a car's fuel efficiency rated at 37.5 miles per gallon. Carpooling with two passengers reduces the cost per person to £11.7 (£23.4 divided by 2). With three passengers, the expense drops to approximately £7.8 per passenger (£23.4 divided by 3), and with a full car of four, it's just £5.85 per passenger (£23.4 divided by 4).

Now, let's dissect the numbers behind this. The fuel cost is determined by the distance traveled and the car's fuel consumption rate. For this journey, you'll need approximately 16.2 liters of fuel. Crunching the figures, that's where the total of £23.4 comes from for the journey from Harlow to Christchurch.
 

Diesel cost from Harlow to Christchurch.

The trip with diesel fuel costs 16.2 £ (167p/lt, 62.7 mpg).
For 2 passengers: 8.1 £ (16.2/2) /p.
For 3 passengers: 5.4 £ (16.2/3) /p.
For 4 passengers: 4.05 £ (16.2/4) /p.

Alternative routes from Harlow to Christchurch

The second route from Harlow to the Christchurch is 135.21 miles and takes 3 hours and 8 minutes.

Which is the cheapest route from Harlow to Christchurch by car?

The cheapest route from Harlow to Christchurch is the first suggested route (134mi, 2h 19min) and costs 23.4 £ (petrol fuel cost, 144p/lt, 37.5mpg).

The most expensive route from Harlow to Christchurch is the second suggested route (135mi, 3h 8min) and costs 23.6 £.

For greater safety, the driver should choose the route that passes through the highway (median barrier) and not through smaller roads (curves in the road, bad road conditions, no median barrier).

How to get from Harlow to Christchurch?

There are two suggested routes. The fastest route is 134mi (distance from Harlow to Christchurch) and its duration is 2h 19min. The slowest route is 135mi, and its duration is 3h 8min.

RouteCalculator provides you with the information to prepare your trip from Harlow to Christchurch by car or motorbike. It offers you alternative road routes that you can follow to go from Harlow to Christchurch. It provides driving directions from Harlow to Christchurch, i.e. where to turn and when, distance of the Harlow - Christchurch route, travel time, display of the route on the map, fuel cost (petrol, diesel) and toll (if exist) cost.

In case you share the journey (carpooling) from Harlow to Christchurch with other people or friends, RouteCalculator provides the cost of the journey and the amount that each passenger will have to pay.

Where is Harlow located?

Harlow is located in Essex county and in England. It is situated at an altitude of 71 meters above sea level. Harlow has coordinates 51.7677870o,0.0878060o. RouteCalculator provides a map of Harlow from which you can plan your trips to other UK cities.

What is the location of Christchurch?

Christchurch is located in Dorset county and in England. It is situated at an altitude of 6 meters above sea level. Christchurch has coordinates 50.7357770o,-1.7785860o. RouteCalculator provides a map of Christchurch from which you can plan your trips to other UK cities.