Transmission Grating Diffractive Element Design
Find Innovative SolutionsGenerate Solutions
Solution Overview
Problem
Existing optical devices with distributed optical structures struggle to optimize routing, coupling, and mapping of optical signals between input and output ports with minimal optical loss, as they often require complex and inefficient diffractive element arrangements.
Innovation Solution
Computing an interference pattern between simulated design input and output optical signals to derive the arrangement of diffractive elements in a transmission grating, allowing for optimized routing and coupling by forming diffractive elements that direct corresponding portions of the input signal to the output port, thereby minimizing optical loss.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Loss of energy
If traditional diffractive element arrangements are used in transmission gratings, then the device can perform basic optical routing functions, but optical loss is high and routing efficiency is poor
Solution Approach 1:
The patent applies preliminary action by pre-calculating and optimizing the arrangement of diffractive elements before fabrication. The computer-generated hologram method allows the optimal diffractive element configuration to be determined in advance through computational design, ensuring maximum routing efficiency and minimal optical loss when the actual device is operated. This pre-optimization step resolves the contradiction by preparing the system in its most efficient state before use.
Solution Approach 2:
The patent employs parameter changes by systematically varying the positions, phases, and amplitudes of diffractive elements through computational optimization. By adjusting these parameters in the computer-generated hologram design process, the system achieves optimal light routing with minimal loss. The ability to precisely control diffractive element parameters computationally allows simultaneous improvement of both optical loss and routing efficiency.
2Productivity
If complex diffractive element arrangements are designed to optimize routing, then routing efficiency improves, but device complexity increases
Solution Approach 1:
The patent applies mechanics substitution by replacing manual, trial-and-error design methods with computer-based holographic computation. Instead of physically experimenting with different diffractive element arrangements, the system uses computational algorithms to generate optimized configurations. This substitution of computational methods for mechanical/design iteration processes achieves high routing efficiency while keeping the actual device structure relatively simple and manufacturable.
Solution Approach 2:
The patent employs universality by creating a single computer-generated hologram that can simultaneously perform multiple routing functions. The diffractive element arrangement designed through this method can route multiple wavelengths or multiple input beams to their respective output ports concurrently, achieving high routing efficiency for complex optical networks without proportionally increasing device complexity. One optimized structure serves multiple functions.
3Productivity
If traditional design methods are used for transmission gratings, then the design process is simple, but optical signal coupling and mapping between ports is inefficient
Solution Approach 1:
The patent applies mechanics substitution by replacing traditional manual optical design methods with computer-based holographic computation. The computer-generated hologram technique uses numerical algorithms to calculate optimal diffractive element arrangements for efficient optical coupling and mapping. This computational approach dramatically improves coupling efficiency between input and output ports while the resulting designs remain practical for fabrication, thus not excessively increasing overall system complexity.
Solution Approach 2:
The patent employs copying by creating a computational model (computer-generated hologram) that replicates and optimizes the optical behavior before physical fabrication. The virtual design process allows testing and optimization of diffractive element arrangements in silico, ensuring optimal coupling efficiency is achieved in the physical device. This copying and pre-validation approach improves coupling efficiency without requiring multiple physical prototypes.
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
This method enables efficient mapping and coupling of optical signals with reduced optical loss, allowing for optimized routing and transformation of wavefronts between input and output ports, even under non-paraxial conditions, and facilitates the design of transmission gratings for various applications, including spectral filtering and sensing.
Implementation Method 1
Transmission gratings are optical devices that separate and disperse light into its component wavelengths through diffraction by an array of diffractive elements
Implementation Method 2
computing an interference pattern between a simulated design input optical signal and a simulated design output optical signal
Data Source
AI summary
A method comprises computing an interference pattern between a simulated design input optical signal and a simulated design output optical signal, and computationally deriving an arrangement of at least one diffractive element set from the computed interference pattern. The interference pattern is computed in a transmission grating region, with the input and output optical signals each propagating through the transmission grating region as substantially unconfined optical beams. The arrangement of diffractive element set is computationally derived so that when the diffractive element set thus arranged is formed in or on a transmission grating, each diffractive element set would route, between corresponding input and output optical ports, a corresponding diffracted portion of an input optical signal incident on and transmitted by the transmission grating. The method can further comprise forming the set of diffractive elements in or on the transmission grating according to the derived arrangement.


