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L/s to Cubic Dekameter/Hour Calculator

What is L/s to Cubic Dekameter/Hour Calculation

This calculator determines the flow rate equivalence between liters per second (L/s) and cubic dekameters per hour (dam³/h). The relationship is: 1 dam³/h = 277.77777777778 L/s. A cubic dekameter (dam³) is a volume of 1,000 cubic meters (1 dam = 10 m), equivalent to 1,000,000 L, delivered per hour.

For example, a flow rate of 277.77777777778 L/s equals 1 dam³/h, and a flow rate of 1 L/s equals approximately 0.0036 dam³/h.

How to Calculate L/s and Cubic Dekameter/Hour

Formulas:

L/s to dam³/h: \( \text{dam}^3/\text{h} = \frac{\text{L/s}}{277.77777777778} \)

dam³/h to L/s: \( \text{L/s} = \text{dam}^3/\text{h} \times 277.77777777778 \)

Example Calculation:

  • If input is 277.77777777778 L/s:
  • \( \text{dam}^3/\text{h} = \frac{277.77777777778}{277.77777777778} = 1 \, \text{dam}^3/\text{h} \)
  • If input is 2 dam³/h:
  • \( \text{L/s} = 2 \times 277.77777777778 = 555.55555555556 \, \text{L/s} \)

Use the form above to input a flow rate and select the unit (L/s or dam³/h) to calculate the equivalent value in the other unit.

Calculation Table

The following table provides examples of calculated values between L/s and dam³/h:

L/s dam³/h
277.781
10.0036
555.562
138.890.5

Flow Rate Units

The calculator uses the following units:

  • Liters per Second (L/s): A standard unit for measuring flow rate in fluid dynamics.
  • Cubic Dekameters per Hour (dam³/h): A unit representing volume flow, where 1 dam³/h = 277.77777777778 L/s.

Results are provided in both units after calculation.

FAQs

How do you calculate L/s from cubic dekameters/hour?

To calculate L/s from dam³/h, multiply the value in dam³/h by 277.77777777778. For example, 2 dam³/h × 277.77777777778 = 555.55555555556 L/s.

How do you calculate cubic dekameters/hour from L/s?

To calculate dam³/h from L/s, divide the value in L/s by 277.77777777778. For example, 138.89 L/s ÷ 277.77777777778 ≈ 0.5 dam³/h.

What is the flow rate of 100 L/s in cubic dekameters/hour?

For 100 L/s: \( \text{dam}^3/\text{h} = \frac{100}{277.77777777778} \approx 0.36 \, \text{dam}^3/\text{h} \).

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