Dynamic Environmental Photosynthetic Imaging Apparatus and Methods
Case ID:
TEC2015-0021
Web Published:
8/29/2016
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)
Executive Summary
Due to the complexity of measuring photosynthetic rates of plants, research in improving crop yield has placed little attention on photosynthesis thus far and instead relied on traditional parameters such as crop architecture and growth cycles. Thus, there is a significant unexploited potential to increase the food and biomass output of individual plants. MSU researchers have developed a technology that provides a high throughput, real-time monitoring of photosynthetic activity of complex plant canopies. The observed traits are then related to genotypes (phenomics). This information will allow producers to breed plants with enhanced photosynthetic properties and increased food productivity under diverse environmental conditions.
Description of Technology
This technology is a sophisticated growth chamber or greenhouse device that captures photosynthetic performance data and growth data simultaneously across all plants in the growth chamber/greenhouse. All plants in the experiment are therefore measured under identical conditions. The growth chamber uses an array of sophisticated lighting and imaging sensors allowing for accurate data collection in the presence of variation in leaf movements, growth, etc. of complex plant canopies in a non-invasive manner. The lighting system is programmable, allowing the chamber to mimic various natural light conditions. The device is accompanied by a method designed to estimate photosynthetic performance of crop or biofuels plants and to construct a 3-D model of each plant in the chamber. This approach provides detailed measurements of growth and photosynthesis under reproducible, yet natural-like environmental conditions without the need of expensive and complex manipulations. The data collected can be used to efficiently screen for plant lines or individuals exhibiting highly efficient photosynthesis or altered resilience to environmental stresses, and ultimately lead to an increase of food productivity and biomass.
Key Benefits
- Simple - Does not require complex canopy reconstructions for measurements
- Cost effective - No need for expensive manipulations.
- High-throughput – Accurate real-time measurements of entire canopies across many individuals
- Non-invasive – Plants remain unharmed as no physical samples needed
- Diverse – Ideal for use with plants but applicable to algae or cyanobacteria.
- Scalable – From very small (10 cm x 10 cm) to very large (full size walk-in rooms) chambers.
Applications
- Agriculture
- Biofuel Crops
- GMO Crops
Patent Status:
U.S. 9,429,521 and foreign patent application published, no. WO2016176612A1
Licensing Rights Available
Full licensing rights available. Especially interested in licensees willing to collaborate with inventors on launching products.
Inventors: Dr. David Kramer, Dr. Jin Chen, Dr. Elisabeth Ostendorf, Dr. Xu Lei
Tech ID: TEC2015-0021, TEC2012-0117
This Technology in the News: http://tinyurl.com/hcfdy5k
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For Information, Contact:
Brian Copple
Technology Manager
Michigan State University
copplebr@msu.edu