Telugu Panchangam for March 19, 2026 - London (UK)

London, United Kingdom • Lahiri Ayanamsa • Drik Ganitha
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Daily Panchangam - March 19, 2026 (Thursday) • London (UK)

Location / City (ప్రాంతం) London, United Kingdom (Timezone: BST)
Today's Date March 19, 2026 (Thursday)
Month (మాసము) Phalguna
Paksham (పక్షం) Krishna Paksha
Tithi (తిథి)
Krishna Paksha Amavasya : Mar 18 08:25 AM – Mar 19 06:53 AM
Sukla Paksha Padyami [ Tithi Kshaya ] : Mar 19 06:53 AM – Mar 20 04:52 AM
Sukla Paksha Vidiya : Mar 20 04:52 AM – Mar 21 02:31 AM
Nakshatram (నక్షత్రం)
Uttara Bhadrapada : Mar 19 05:21 AM – Mar 20 04:04 AM
Revati : Mar 20 04:04 AM – Mar 21 02:27 AM
Yoga (యోగం)
Sukla : Mar 19 04:01 AM – Mar 20 01:16 AM
Brahma : Mar 20 01:16 AM – Mar 20 10:14 PM
Karana (కరణం)
Naga : Mar 18 07:43 PM – Mar 19 06:53 AM
Kimstughna : Mar 19 06:53 AM – Mar 19 05:56 PM
Bava : Mar 19 05:56 PM – Mar 20 04:52 AM
Balava : Mar 20 04:52 AM – Mar 20 03:44 PM
Vara (వారం) Guruwar (Thursday)
Sun Rise (సూర్యోదయం) 7:09 AM
Sun Set (సూర్యాస్తమయం) 7:18 PM
Moon Rise (చంద్రోదయం) Mar 19 6:19 AM
Moon Set (చంద్రాస్తమయం) Mar 19 6:48 PM
Rahukalam (రాహుకాలం) 1:53 PM – 3:23 PM
Yamagandam (యమగండం) 6:24 AM – 7:54 AM
Gulika Kalam (గుళిక కాలం) 9:24 AM – 10:54 AM
Durmuhurtham (దుర్ముహూర్తం) 10:24 AM – 11:12 AM, 03:11 PM – 03:59 PM
Varjyam (వర్జ్యం) 02:26 PM – 03:57 PM
Abhijit Muhuratam (అభిజిత్) 12:00 PM – 12:47 PM
Amritakalam (అమృత కాలం) 11:31 PM – 01:02 AM
Brahma Muhuratham 04:47 AM – 05:35 AM
Soorya Rasi (సూర్య రాశి) Sun in Meena (Pisces)
Chandra Rasi (చంద్ర రాశి) Moon travels through Meena (Pisces)
Chandrashtama 1. Magha , Purva Phalguni , Uttara Phalguni First 1 padam
Anandadi Yoga Chathra Upto - Mar 20 04:04 AM Mithra
Vikram Samvat Kalayukti 2082, Phalguna 30
Festivals & Vratams Amavasya, Ugadi
Astrological Calculation Standard & Notes: All daily planetary timings are computed using modern Drik Ganitha ephemeris with Chitrapaksha Lahiri Ayanamsa calibrated for London, United Kingdom. Slight variations of 1–5 minutes between traditional regional almanacs may naturally occur due to atmospheric refraction and localized horizon calculation.
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