Introduction to integrating sphere
An integrating sphere, also called an Ulbricht sphere, is an optical component consisting of a hollow cylindrical cavity with a diffuse white reflecting coating on the interior and small holes for entrance and exit ports. A uniform scattering or diffusing impact is its relevant attribute. An integrating sphere system can conveniently measure luminous flux and radiating power, further being used to test various lighting products.
1.Integrating sphere Reflectance measurement
Integrating sphere reflectance is one of the cornerstones of integrating sphere, and the following is a description of its measurement method:
A sample is held in the 0-degree port and irradiated by an incident beam to determine reflectance through the 180-degree port. The sphere spatially integrates total reflected radiation and measures it with a baffled detector. The reflected specular radiation can be cleaned up by utilising a sample holder that uses normal incidence to bounce back any incoming specular radiation.
The “specular plus diffuse” reflectance can be measured using an 8°-incidence sample holder. By measuring both and taking their ratio, the reflectance of a sample concerning a known standard can be computed. To avoid mistakes caused by sample reflectivity, the sample and standard should have identical reflectance. A dual-beam system can be utilized to remove this potential source of measuring inaccuracy. The detector is installed on a 90-degree port.
2.Integrating sphere’s Transmittance Measurement
Light incident on a sample that passes through it is known as transmittance. Almost all of the light not absorbed will be transmitted if the sample has a low scatter (as with a clean, dilute solution). Apart from reflectance measurement, another important factor to consider when using an integrating sphere is transmittance measurement. The following is the measurement method:
Transmittance can be evaluated by collecting transmitted radiation from a sample held in the 0-degree port with a 4-port integrating sphere. After being irradiated, the sample is compared to a direct source measurement taken outside the sphere. The detector is shielded from non-integrated transmission by a baffle, and the unscattered component is removed by a light trap installed on the 180-degree port. Total integrated scatter, fluorescence, bulk scatter, forward and backscatter, and total integrated scatter can all be measured. The detector is installed on a 90-degree port.
Integrating sphere design
A few basic characteristics must be considered while designing an integrating sphere system.
• The diameter necessary for the fort opening is first considered while designing real integrating spheres.
• The sphere covering or material chosen can significantly impact the brightness produced by a given sphere design.
• The integrating sphere is designed with a wavelength range of 380nm~800nm.
• The system includes the auxiliary lamp device, and the software includes a self-absorption function,
• It has a photometric linear: ±0.5%.
Theory of integrating sphere
The theory of integrating sphere is based on an integral equation solved for five different special instances. Two methods are considered.
• In the substitution approach, the sample and standard are inserted at the sample aperture one after the other, and the ratio of the photocell readings is calculated.
• In the comparison technique, both the sample and the standard are always present at their respective openings.
Applications of integrating sphere
High-precision measurements of source radiation, often in the optical range, are used in most applications of the LISUN integrating sphere.
An LED lighting test with integrating sphere
Integrating Sphere LPCE-2(LMS-9000) is used to identify the performance of individual LEDs and LED lamps. The luminous flux and radiating power may be reliably measured with an integrating sphere system, which can be used to test a wide range of lighting goods. High-resolution spectrum analyzers are useful for measuring transmission and reflection spectra, but the so-called “integrator” can measure light sources’ radiant power and luminous flux.
How to test imaging sensors and cameras of mobile with integrating sphere?
A mobile camera can be tested with the integrating sphere on occasion. In this situation, uniform irradiation is sought. To get the best results, the camera should be positioned directly in front of the integrating sphere. Using this camera, the two most important metrics to measure are the axial and off-axis irradiance.
Laser Power Measurement with Integrating Sphere
There are many uses for integrating spheres in optical testing and measurement. The LPCE-2(LMS-9000) integrating sphere system by the LISUN, which is fitted with a photodetector, is able to provide measurements of the output of lasers without regard to its alignment. When internally lighted, an integrating sphere will create a field of uniform brightness, which may be used for flat fields and calibrating cameras and array detectors.
According to the integrating sphere theory, following the initial reflection from the wall of the sphere, the incident light generates a uniform radiance distribution over the entirety of the inner surface of a sphere. This occurs after the first reflection. Practically, this is not the case, as a significant number of integrating spheres have been shown to be sensitive to alignment to some degree. To put it another way, the radiance distribution in many different spheres can be affected by the precise alignment of the beam of light that is being directed into the sphere.
Use of Integrating Sphere to Measure Total Luminous Flux
The measurement of the total luminous flux produced by lamps and light bulbs is one of the applications in which an integrating sphere comes handy. When it comes to its applications, the diameter of an integrating sphere might be as little as a few centimeters or as large as a couple of meters. The size of the light source is often what is used as the basis for determining the appropriate size for an integrating sphere. Because of the increased surface area, bigger spheres often provide a higher degree of homogeneity. This integrating sphere is a device that may produce crucial spectral characteristics such as chromaticity, dominant wavelength, and spectral power distribution when used in conjunction with a spectrometer.
Conclusion
In short, LPCE-2(LMS-9000) integrating sphere system by the LISUN is one of the finest integrating spheres available online. It gives the measurements high precision and is the best choice to be used in experiments at a higher level to get the most accurate results.
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