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CBR calculator: California Bearing Ratio (ASTM D1883)

Enter the test unit loads in psi at 0.1 in and 0.2 in penetration, read from the corrected load-penetration curve. The calculator divides each by the standard unit load, shows the CBR at both depths, picks the value to report and tells you when the test should be repeated.

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Key takeaways

  • Read both test unit loads from the corrected load-penetration curve.
  • Report the 0.1 in value unless the 0.2 in value is greater.
  • If the 0.2 in value is greater, retest; report the 0.2 in value only if it is still greater.

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How it's calculated

How is the result calculated?

CBR = test unit load ÷ standard unit load × 100, with 1,000 psi at 0.1 in and 1,500 psi at 0.2 in.

  1. 01Standard unit loads: 1,000 psi at 0.1 in penetration and 1,500 psi at 0.2 in penetration
  2. 02CBR at 0.1 in = test unit load at 0.1 in ÷ 1,000 × 100
  3. 03CBR at 0.2 in = test unit load at 0.2 in ÷ 1,500 × 100
  4. 04Report the 0.1 in value. If the 0.2 in value is greater, repeat the test; if it is still greater, report the 0.2 in value
  5. 05CBR is shown to 0.1, and the comparison uses the displayed values

Rounding: CBR to 0.1. Full precision is kept between steps, and the 0.1 in / 0.2 in comparison uses the displayed values.

FAQ

Frequently asked questions about the cbr calculator

What is the California Bearing Ratio?

A comparison of the unit load needed to push a piston into a soil specimen with the standard unit load at the same penetration, expressed as a percentage.

Why are there two penetration depths?

The test reads the load at 0.1 in and 0.2 in. The 0.1 in value is normally reported; the 0.2 in value decides whether a retest is needed.

What happens if the 0.2 in CBR is higher?

Repeat the test. If the 0.2 in value is still greater on the retest, report the 0.2 in value. Select "Yes, still greater" in the calculator after the retest.

Should I enter loads in lbf?

No. Enter unit loads in psi: the load on the piston divided by its end area, read from the corrected load-penetration curve.

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