Convert Sun's Radiation Flux Density: 1.64 Langleys/Min - Easy Unit Conversion"

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SUMMARY

The discussion centers on converting a radiation flux density measurement of 1.64 Langleys per minute into its corresponding SI unit. The SI unit for radiation flux density is established as Watts per square meter (W/m²), which is derived from the definition of radiant flux density. The confusion arises from the relationship between Langleys and the SI unit, with Langleys being equivalent to calories per square centimeter (cal/cm²). Thus, the conversion involves understanding the relationship between these units and their respective definitions.

PREREQUISITES
  • Understanding of radiation flux density concepts
  • Familiarity with unit conversions, specifically between Langleys and SI units
  • Basic knowledge of the SI unit system, including base and derived units
  • Knowledge of energy units, particularly calories and Joules
NEXT STEPS
  • Research the conversion process from Langleys to Watts per square meter
  • Learn about the principles of radiant energy and its measurement
  • Explore the relationship between calories and Joules in energy conversions
  • Study the definitions and applications of SI base and derived units
USEFUL FOR

Scientists, engineers, and students involved in fields related to radiation measurement, energy conversion, and those needing to understand the implications of using different units in scientific calculations.

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i have to convert radiation flux density measured from the sun that's 1.64 langleys/min. Easy no?
Well, I can't find what the SI unit for radiation flux density is, and its not on google.

Anyone know just what the units is [NOT the conversion]
 
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also I know the SI for what langley is used for is cal/cm so would the SI be (cal/cm)/s?
 
By SI unit, do they mean the SI base units or just SI units. By definition, radiant flux density would be: Watts per unit area. Area in derived from length which in SI is the meter. Watts is derived from Joules per second, and Joules is derived from Newton meters, with Newtons coming from kilogram meter per second square.
 

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