Dr Mangal Harsh

Consulting practice, Govasta Dham, 160, Mangal Colony, Ujjain.

Yes. Dr Mangal Harsh holds registration No. 2372 with the Madhya Pradesh Medical Council, registered in 1999. It was matched against the register on 12 Sep 2026. Registration confirms the doctor is on the register; it is not a measure of clinical skill.

MBBS (U.Indore, 1999) — verified; DNB (anaesthesia) — as supplied, not yet checked.

Dr Mangal Harsh is listed under anaesthesiology. See the guide to when to consult an anaesthesiologist for what this speciality covers.

The consultation fee has not been confirmed with Consulting practice. Ask when you call or book. Once the practice confirms a fee it appears here with the date it was checked.

Consultation timings for Consulting practice are not on record. Call the practice to check before visiting.

Consulting practice, Govasta Dham, 160, Mangal Colony, Ujjain. Use the Call button on this page for the practice number (shown after sign-in to keep the number off scraper lists), or send an enquiry and the practice is notified.

A practice start year is not on record. Council registration dates from 1999, about 27 years ago, which is the earliest date this profile can evidence — it is not the same as years in practice.

Only in person consultation is on record for Dr Mangal Harsh. No online consultation is listed. Ask the practice whether one is possible.

No consultation languages are on record for Dr Mangal Harsh. Ask the practice when you call. Once the doctor claims this profile, the languages they list appear here.

No. This record was compiled from permitted public sources and Dr Mangal Harsh takes no part in it. Nothing on this page was written or approved by the doctor. Claiming the profile is free and lets the doctor correct it.

Search No. 2372 on the National Medical Commission register, or on the Madhya Pradesh Medical Council register directly. That is the authoritative source; this page only records what the search returned and when. Do not take a profile on any directory, including this one, as proof on its own.