Researchers have come up with a theory to predict exactly how much light is transmitted through a material, given its thickness and degree of stretch.
"For buildings and windows that automatically react to light, you don't have to spend as much on heating and air conditioning," said Francisco Lopez Jimenez, from Massachusetts Institute of Technology (MIT) in US.
"Our idea was to look for a simpler and cheaper way to let through more or less light, by stretching a very simple material - a transparent polymer that is readily available," Lopez Jimenez said.
Designers could use the group's equation to determine the amount of force to apply to a polymer layer to effectively tune the amount of incoming light, Lopez Jimenez said.
In an earlier study, researchers analysed the light-transmitting properties of a simple block of PDMS - a widely used rubbery, transparent polymer.
The polymer block contained some darkened regions, and the team was looking to see how deforming the block would change the light travelling through the material.
They created a thin, rectangular stack of transparent PDMS sheets, mixed with a solution of black, micron-sized dye particles, that may be easily stretched, or deformed mechanically.
With no deformation, the structure appears opaque. As it is stretched or inflated, the material lets in more light.
In initial experiments, the researchers shone a light through the polymer structure infused with dye particles and characterised the amount of light transmitted through the material, without any deformation.
They compared their measurements with predictions from their equation that predicts the amount of light transmitted through a mechanically deformed PDMS structure.
To verify their equation, researchers clamped the PDMS structure in the shape of a disc, then inflated the material like a balloon, as they shone a light from below.
They measured the amount of light coming through and found that as the material was stretched and thinned, more light came through, at exactly the same intensities that were predicted by their equation.
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