l/s/m² to l/s/cm² and l/s/cm² to l/s/m² Calculator
How to Calculate Between l/s/m² and l/s/cm²
The l/s/m² to l/s/cm² and l/s/cm² to l/s/m² Calculator converts between liters per second per square meter (l/s/m²) and liters per second per square centimeter (l/s/cm²) for air velocity measurements. The formulas are:
\( l/s/cm^2 = \frac{l/s/m^2}{10000} \)
\( l/s/m^2 = l/s/cm^2 \times 10000 \)
Where:
- \( l/s/m^2 \): Liters per second per square meter, a unit of air velocity.
- \( l/s/cm^2 \): Liters per second per square centimeter, a unit of air velocity.
Select the conversion direction, enter the input value, and calculate the result.
Note: The conversion factor 10000 is derived from 1 m² = 10000 cm².
Using the l/s/m² and l/s/cm² Mutual Conversion Calculator
This calculator is useful for HVAC design, ventilation rates, and air flow analysis, supporting bidirectional conversions between different metric units.
Select the direction (l/s/m² to l/s/cm² or l/s/cm² to l/s/m²), input the value. The calculator outputs the converted value.
Example 1: For a value of 1 l/s/m² to l/s/cm².
- Direction: l/s/m² to l/s/cm²
- Input: \( 1 \)
- Calculation: \( l/s/cm^2 = 1 / 10000 = 0.0001 \)
- Result: \( 0.00010 \, \text{l/s/cm²} \)
Example 2: For a value of 0.0001 l/s/cm² to l/s/m².
- Direction: l/s/cm² to l/s/m²
- Input: \( 0.0001 \)
- Calculation: \( l/s/m^2 = 0.0001 \times 10000 = 1 \)
- Result: \( 1.00000 \, \text{l/s/m²} \)
Use this tool for quick bidirectional conversions in engineering or environmental applications.
Common FAQ
Below are frequently asked questions about l/s/m² and l/s/cm² conversions:
- Q: What is l/s/m²?
A: l/s/m² stands for liters per second per square meter, a metric unit measuring air velocity.
- Q: What is l/s/cm²?
A: l/s/cm² stands for liters per second per square centimeter, a metric unit measuring air velocity for smaller areas.
- Q: Is the conversion always using 10000?
A: Yes, this is the exact factor since 1 m² = 10000 cm².
- Q: How accurate is this calculator?
A: It provides precise results based on the formulas, rounded to 5 decimal places.
- Q: Can negative values be used?
A: No, input values must be positive; invalid inputs leave the result blank.