Table Of Contents
Pascals to megapascal Conversion
1 pascals (Pa) is equal to 0.000001 megapascal (MPa).
1 Pa = 0.000001 MPa
or
1 MPa = 1000000 Pa
Formula
To convert a pressure from pascals (Pa) to megapascal (MPa), divide the pressure in pascals by 1000000
p(MPa) = p(Pa) / 1000000
Examples:
Convert 1 pascals to megapascal:
p(MPa) = 1Pa / 1000000 = 0.000001 MPa
Conversion table
| Pascals (Pa) | Megapascal (MPa) |
|---|---|
| 1 Pa | 1e-6 MPa |
| 2 Pa | 2e-6 MPa |
| 3 Pa | 3e-6 MPa |
| 5 Pa | 5e-6 MPa |
| 10 Pa | 1e-5 MPa |
| 20 Pa | 2e-5 MPa |
| 25 Pa | 2.5e-5 MPa |
| 50 Pa | 5e-5 MPa |
| 100 Pa | 1.0e-4 MPa |
| 250 Pa | 2.5e-4 MPa |
| 500 Pa | 5.0e-4 MPa |
| 1000 Pa | 0.001 MPa |
| Megapascal (MPa) | Pascals (Pa) |
|---|---|
| 1 MPa | 1000000 Pa |
| 2 MPa | 2000000 Pa |
| 3 MPa | 3000000 Pa |
| 5 MPa | 5000000 Pa |
| 10 MPa | 10000000 Pa |
| 20 MPa | 20000000 Pa |
| 25 MPa | 25000000 Pa |
| 50 MPa | 50000000 Pa |
| 100 MPa | 100000000 Pa |
| 250 MPa | 250000000 Pa |
| 500 MPa | 500000000 Pa |
| 1000 MPa | 1e9 Pa |
Frequently asked questions
How do I convert pascals to megapascal?
Divide the value in pascals by 1000000 to get the result in megapascal. For example, 5 Pa ÷ 1000000 = 5e-6 MPa.
How many megapascal are in 1 pascals?
1 pascals (Pa) is equal to 1e-6 megapascal (MPa).
How do I convert megapascal back to pascals?
Use the inverse operation: multiply the value in megapascal by 1000000 to get the result in pascals.
How accurate is the pascals to megapascal conversion?
The converter multiplies by the conversion factor 1000000 and rounds the result to 9 decimal places by default. You can increase or reduce the precision with the digits option on this page.
Sources
Conversion factors are based on internationally recognised standards:
- BIPM — The International System of Units (SI Brochure, 9th edition)
- ISO 80000-4:2019 — Quantities and units — Part 4: Mechanics
- NIST Guide to the SI, Appendix B.8: Factors for Units Listed Alphabetically (NIST SP 811, 2008 edition)
- Resolution 4 of the 10th CGPM (1954): Definition of the standard atmosphere