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INTEGRATING SPHERES

1.) How often should I recalibrate my sphere or sphere system?
Answer:
We recommend a period of a minimum of one year between optical calibrations for systems. Sphere stability is primarily based on cleanliness (dirt, dust, finger oil) – the nicer you are to your sphere – the longer it will last.

2.) How often should I recoat my sphere?
Answer:
Coating longevity is almost infinite – when it is not used. Usage is the prime factor in determining when a recoating is necessary. If the sphere has chips, cracks, excessive dust, a yellowish appearance, fingerprints, or burn spots it should be recoated as soon as possible to ensure continued throughput accuracy.

3.) How does the size of sphere affect the throughput of the sphere?
Answer:
The throughput of the sphere is related to the ratio of the area of the exit port to the area of the sphere, and the surface area of the sphere is proportional to the square of the diameter. Therefore if the size of the exit port remains constant, then doubling the diameter of the sphere will decrease the throughput by a factor of 4.

4.) If the reflectance of the sphere coating is so flat why is my throughput so dependant on wavelength?
Answer:
The Zenith® and Optowhite sphere materials have exceptionally high and very stable reflectance. However, due to the nature of the sphere’s multiple internal reflections, even slight variances in reflectance vs. wavelength are augmented. For instance, if there are an average of 15 bounces for a ray of light within the sphere, the 99% reflectance is applied as (99%)^15 = 86% compare to 98% reflectance is applied as (98%)^15 = 74%. What this is saying is that a 1% difference in reflectance results in a 12% difference in throughput. This is why small variations in spectral reflectance cause large variations in spectral throughput.

5. What is the maximum number of ports I can put in a sphere?
Answer:
As a general “rule of thumb”, the total combined surface area of the sphere ports should be kept to <5% of the total sphere surface area.

LUMINANCE/RADIANCE STANDARDS

1.) What is the largest port that the sphere will allow before uniformity is degraded?
Answer:
If the ratio of the port diameter to the sphere diameter is 1:3 you can expect a uniformity of +/- 1%, if that ratio is 1:4 you can expect a uniformity of +/- 0.5%. In general, the higher the reflectance of the sphere coating the better the uniformity, therefore a Zenith® (PTFE) sphere will be more uniform than a Optowhite (BaSO4) with identical port to sphere ratios.

LAMP MEASUREMENT

1.) What is an auxiliary correction procedure and why is it necessary for accurate lamp measurements?
Answer:
When a lamp is placed into an integrating sphere, it absorbs light even while it is radiating in the Sphere. This absorption is slightly different for every lamp and is certainly different for a lamp with a black base (very absorptive) versus a white-based lamp. An auxiliary lamp corrects for the difference in absorption characteristics of the reference lamp versus the test lamp.

LASER POWER MEASUREMENT

1.) How do I determine the throughput of my integrating sphere system for a given input power?
Answer:
Use the following equation to calculate the throughput of your sphere.

Whereis the ratio of energy falling on or exiting through the area Aout to the input energy, is the average reflectance (including ports) of the sphere wall, the FOV is the field of view, measured in sterradians of the area Aout .

The following equations may be helpful.
Aout = π r2 and Asphere = 4 π r2 where r is the radius of the output port or the sphere.

integrating spheres, spheres, diffuse reflectance, luminance, luminous intensity, metrology, optical calibration, reflectance standards, radiance standards, flux standards, spectral flux, led power measurement, laser diode measurement, illuminance, radiance, irradiance, calibration, optowhite, Zenith® , uniform source, goniometer, colorimeter, white coating, PTFE, BaS04, analytical laboratory, electronic imaging, led flux, lighting, optics, photographic imaging, remote sensing, flat fielding, camera calibration

The lumen is the luminous flux emitted into a solid angle of 1 steradian from a source which has an intensity of 1 candela. In other words, 1 candela = 1 lumen/steradian.
The lumen is a weighted value of watts. The luminous flux of a source is calculated by integrating the product of the spectral flux (power per unit wavlength band) and the CIE V-lambda curve. The integrated value, or area under the curve represents the total lumens from this source.
integrating spheres, spheres, diffuse reflectance, luminance, luminous intensity, metrology, optical calibration, reflectance standards, radiance standards, flux standards, spectral flux, led power measurement, laser diode measurement, illuminance, radiance, irradiance, calibration, optowhite, Zenith® , uniform source, goniometer, colorimeter, white coating, PTFE, BaS04, analytical laboratory, electronic imaging, led flux, lighting, optics, photographic imaging, remote sensing, flat fielding, camera calibration
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