Route from Portsmouth to Brent by car

From: Portsmouth, County: Hampshire, England
To: Brent, County: Greater London, England
78 mi , 1 h 32 min
Tolls: 0£ Stations
Fuel consumption:
Fuel cost:
Passengers:



How many miles from Portsmouth to Brent?

How far is from Portsmouth to Brent?


The driving distance between Portsmouth and Brent is 78 miles. Travel time is 1 hour and 32 minutes by car.







78 mi 1 h 32 min
1.
Head east on Gruneisen Road
835 ft
2.
Turn left onto Twyford Avenue (A3)
812 ft
3.
Enter the roundabout and take the 2nd exit onto A3
51 ft
4.
Exit the roundabout onto A3
1.2 mi
5.
Enter Portsbridge Roundabout and take the 3rd exit
0.3 mi
6.
Exit the roundabout
0.4 mi
7.
Continue onto A27
2.2 mi
8.
Keep left onto A27
0.2 mi
9.
Continue onto Waterlooville Bypass (A3(M))
9.9 mi
10.
Continue onto Liphook and Petersfield Bypass (A3)
6.8 mi
11.
Enter Ham Barn Roundabout and take the 2nd exit onto Liphook and Petersfield Bypass (A3)
215 ft
12.
Exit the roundabout onto Liphook and Petersfield Bypass (A3)
5.3 mi
13.
Continue onto Portsmouth Road (A3)
2.3 mi
14.
Continue onto Tunnel Way (A3)
3 mi
15.
Continue onto Portsmouth Road (A3)
3.1 mi
16.
Continue onto Milford By-Pass (A3)
1.3 mi
17.
Continue onto Guildford and Godalming Bypass (A3)
5.3 mi
18.
Continue onto Midleton Road (A3)
7.8 mi
19.
Continue onto Portsmouth Road (A3)
924 ft
20.
Take the ramp on the left
0.3 mi
21.
Merge right onto Portsmouth Road (A3)
0.6 mi
22.
Take the ramp on the left onto A3
1086 ft
23.
Enter Wisley Interchange and take the 1st exit onto M25
32 ft
24.
Exit the roundabout onto M25
13.6 mi
25.
Take exit 15 on the left towards M4: The West
606 ft
26.
Keep right towards M4: London (West)
1.2 mi
27.
Merge right onto M4
2.5 mi
28.
Take the ramp on the left
0.4 mi
29.
Enter Cranford Parkway Interchange and take the 1st exit onto The Parkway (A312)
27 ft
30.
Exit the roundabout onto The Parkway (A312)
0.4 mi
31.
Keep left onto The Parkway (A312)
2.1 mi
32.
Enter the roundabout and take the 2nd exit onto The Parkway (A312)
184 ft
33.
Exit the roundabout onto The Parkway (A312)
0.7 mi
34.
Enter White Hart and take the 3rd exit onto Church Road (A312)
362 ft
35.
Exit the roundabout onto Church Road (A312)
0.7 mi
36.
Enter Target Roundabout and take the 2nd exit onto A312
344 ft
37.
Exit the roundabout onto A312
0.9 mi
38.
Turn right onto Wood End Lane
1293 ft
39.
Enter the roundabout and take the 3rd exit onto Whitton Avenue West (A4090)
315 ft
40.
Exit the roundabout onto Whitton Avenue West (A4090)
1.5 mi
41.
Turn left onto Allendale Road
0.3 mi
42.
Enter the roundabout and take the 2nd exit onto Harrow Road (A404)
384 ft
43.
Exit the roundabout onto Harrow Road (A404)
0.5 mi
44.
Continue onto High Road (A404)
0.4 mi
45.
Turn left onto Park Lane (A4089)
0.4 mi
46.
Continue onto Wembley Park Drive (A4089)
0.5 mi
47.
Continue onto Bridge Road (A4089)
0.3 mi
48.
Turn right onto Forty Lane (A4088)
713 ft
49.
Go straight onto Forty Lane (A4088)
296 ft
50.
Turn left onto The Paddocks
845 ft
51.
Turn right onto Greenhill
289 ft
52.
You have arrived at your destination, on the right
0 ft


How much does it cost to drive from Portsmouth to Brent?

The trip with petrol fuel costs 13.5 £ (143p/lt, 37.5 mpg).
For 2 passengers in carpooling: 6.75 £ (13.5/2) /p.
For 3 passengers in the car, the cost of this trip is 4.5 £ (13.5/3) /p.
For 4 passengers in the car: 3.38 £ (13.5/4) /p.


Fuel cost = (78.14 mi / 37.5 mpg) x 143 p/lt = 13.5 £

In more detail, the result is obtained:

Fuel needed = Distance / Car fuel consumption = miles * 4.54609 / carConsumtion = 78.14 mi * 4.54609 / 37.5 mpg = 9.5 liters

Fuel needed = 9.5 lt

Fuel cost = Fuel needed x Price per liter = 9.5 liters x 143 pence per liter = 13.5 £

Fuel cost from Portsmouth to Brent = 13.5 £

Diesel cost from Portsmouth to Brent.

The trip with diesel fuel costs 8.6 £ (151p/lt, 62.7 mpg).
For 2 passengers: 4.3 £ (8.6/2) /p.
For 3 passengers: 2.87 £ (8.6/3) /p.
For 4 passengers: 2.15 £ (8.6/4) /p.

Alternative routes from Portsmouth to Brent

The second route from Portsmouth to the Brent is 79.77 miles and takes 1 hour and 45 minutes.