# David M Godat, MD

Source: https://ourhealthnetwork.com/doctor/david-godat-md-1740387281
NPI: 1740387281
Data source: CMS NPI Registry (NPPES), refreshed monthly

## Quick facts

David M Godat, MD is a plastic and reconstructive surgery based in Dallas, TX with NPI 1740387281.

## Profile

- Primary specialty: Plastic And Reconstructive Surgery
- Credential: MD
- Gender: Male
- NPI: 1740387281 ([NPPES record](https://npiregistry.cms.hhs.gov/provider-view/1740387281))

## Practice and contact

- Address: 11970 N Central Expy, Suite 500, Dallas, TX, 752433768
- Phone: (469) 248-0899

## Insurance accepted (2 networks)

This provider is in network with the following insurance carriers, based on federal Transparency in Coverage filings and FHIR provider directories:

- [HCSC: BCBS Texas](https://ourhealthnetwork.com/insurance/hcsc-bcbs-texas) — 36 plans
- [Aetna](https://ourhealthnetwork.com/insurance/aetna) — 6 plans

To verify a specific plan covers David M Godat, use the [OurHealthNetwork Insurance Matcher](https://ourhealthnetwork.com/tools/insurance-matcher?npis=1740387281).

## Industry payments disclosure (CMS Open Payments)

Per CMS Open Payments data (most recent year 2024), this provider has received 1 disclosed payment from medical industry sources totaling approximately $18.

Largest disclosed payer: Pacira Pharmaceuticals Incorporated ($18 cumulative).

Source: CMS Open Payments program (federal financial-transparency dataset). Industry payment disclosures do not imply any wrongdoing; many are legitimate consulting fees, research support, or speaker honoraria.

## Related on OurHealthNetwork

- [More Plastic And Reconstructive Surgery doctors in DALLAS, TX](https://ourhealthnetwork.com/plastic-and-reconstructive-surgery/tx/dallas)
- [Find insurance plans that cover this doctor](https://ourhealthnetwork.com/tools/insurance-matcher?npis=1740387281)
- [Browse all 5.5M US healthcare providers](https://ourhealthnetwork.com/find-doctors)
- [About our data and methodology](https://ourhealthnetwork.com/methodology)