Inclined Prism Geometry to Deflect Reflected Light
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Solution Overview
Problem
Existing cube beam splitters with incidence planes orthogonal to incident light can cause unwanted light interference or damage to optical components due to reflected light returning through the transmission path. Additionally, these devices often require larger optical devices due to misalignment of optical components.
Innovation Solution
The proposed prism design includes an incidence plane, a reflection plane, and an output plane, all extending in directions intersecting a common direction and differing from one another. This design deflects reflected light away from the transmission path, preventing interference and damage, while also allowing for a more compact optical device configuration by aligning optical components correctly.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Device complexity
If the incidence plane is made orthogonal to incident light, then the optical device structure is simple, but reflected light returns through the transmission path causing light interference or damage to optical components
Solution Approach 1:
The patent applies asymmetry by making the incidence plane inclined rather than orthogonal to the incident light. This asymmetric configuration ensures that reflected light does not return through the transmission path, thereby preventing light interference and damage to optical components while maintaining structural simplicity
Solution Approach 2:
The patent converts the potentially harmful reflected light into a beneficial configuration by inclining the incidence plane. The reflected light is redirected to a safe direction away from the transmission path, transforming what could be a harmful factor into a design feature that protects optical components
2Object-affected harmful factors
If the incidence plane is inclined to deflect reflected light, then light interference is prevented, but optical components are shifted in the rectilinear direction causing the device to increase in size
Solution Approach 1:
The patent resolves the size increase issue by carefully designing the inclination angle and positioning of the incidence plane such that optical components can be arranged in a compact configuration. The angular relationships are optimized to allow components to align properly in the rectilinear direction while still achieving light deflection, effectively using angular dimensions to solve a linear space problem
3Object-affected harmful factors
If the incidence plane is inclined, then reflected light is deflected from the transmission path, but optical components receiving light in inclined direction are not lined up properly causing positional shifts
Solution Approach 1:
The patent applies parameter changes by optimizing the inclination angle of the incidence plane and the angular relationships between planes (θ and x angles). By carefully selecting these parameters, the patent achieves both light deflection and proper alignment of optical components, ensuring that components receiving light in the inclined direction can be correctly positioned and lined up
Applied Scientific Principles
This section explains which scientific principles are used to turn an abstract innovation direction into a practical engineering solution.
Function Achieved in This Case
The new prism design effectively prevents light interference and damage to optical components by deflecting reflected light, and enables the downsizing of optical devices by ensuring proper alignment of optical components.
Implementation Method 1
a reflection plane that is a plane extending in the first direction and is where at least part of the light that has been input to the incidence plane is reflected
Implementation Method 2
the prism changes a direction of travel of light approximately along a virtual plane orthogonal to the first direction and has a refractive index of n where n>1
Data Source
AI summary
A prism includes an incidence plane, a reflection plane and an output plane, and changes a direction of travel of light and has a refractive index of n where n>1. In a case where the prism is viewed in a first direction, an angular difference between the incidence plane and the output plane is 90 degrees, the light input to the incidence plane travels in a second direction, the incidence plane extends to be directed more in the second direction from a position where the light is input, toward the output plane, and the following Expression 1 is satisfied when an angular difference between a virtual plane orthogonal to the second direction and the incidence plane is θ where θ>0 degrees and an angular difference between the output plane and the reflection plane is x degrees.45<x<45+2θ/n (1)


