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Rajouri Garden to New Delhi

Delhi Metro (DMRC) · 13 stations · ~21 min · ₹43

Route Summary

Looking for the Rajouri Garden to New Delhi Delhi Metro (DMRC) route? This journey includes 13 stations and takes about 21 minutes.

Fare
₹43 / ₹39 Smart Card
Travel Time
21 mins
Stops & Line
13 · Blue Line
Interchange
Change at Rajiv Chowk
Full Route Station Sequence & Interchange Grid
Complete stop-by-stop sequence for this route.
Rajouri GardenBlue Line
Ramesh NagarBlue Line
Moti NagarBlue Line
Kirti NagarBlue Line
ShadipurBlue Line
Patel NagarBlue Line
Rajendra PlaceBlue Line
Karol BaghBlue Line
JhandewalanBlue Line
Ramakrishna Ashram MargBlue Line
Rajiv ChowkBlue Line
Rajiv ChowkYellow LineInterchange: Blue Line → Yellow Line
New DelhiYellow LineDestination
Interchange Grid
StationFromTo
Rajiv ChowkBlue LineYellow Line
Journey: Rajouri Garden to New Delhi.
Route Planning: Use the Delhi Metro Route Planner for latest interchange and station details.
Travel Note: Verify final train timing and fare before departure on official channels.
Exit Gates & Landmarks — New Delhi
Gate 1 — Main Road Gate 2 — Market Side Gate 3 — Bus Stand
Nearby Landmarks: Local Market · Residential Colony · Auto Stand · ATM
Lift Escalator ♿ Ramp
🎫 Buy Ticket / Check Fare

Purchase tickets or check the latest fares via the official portals:

🎫 DMRC Official
Peak Travelling Hours & Crowd Levels
🌅
Early Morning
5:30–7:00 AM
Low
🚌
Morning Rush
7:00–10:00 AM
Very High
☀️
Off-Peak
10:00 AM–4:00 PM
Moderate
🌆
Evening Rush
4:00–8:00 PM
Very High
🌙
Post-Rush
8:00–10:00 PM
Moderate
🌃
Late Night
10:00 PM–11:30 PM
Low
🆘
DMRC Helpline
Call 155370 for emergencies, lost property & assistance.

Use this guide to plan your journey with clear fare, timing, and interchange details.

Plan your trip: Delhi Metro Route Planner for route calculations and interchange guidance.

Road Travel vs Metro Time & Distance Comparison
Delhi Metro
15.4 km · 21 mins
By Road / Cab (est.)
19.6 km · 77 mins peak
~52 mins off-peak
Typical peak-time metro saving: ~56 mins. Road estimates are dynamically derived from route-network distance and interchange complexity.
Frequently Asked Questions
Route Planner

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