Description:
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Invention Summary
An automated apparatus to measure the progress of a patient’s mobility through the “Timed-Up-and-Go” (TUG) test. This apparatus contains a stool with an attached force platform that measures the forces and the time that the forces are being applied to the stool. This stool also has an adjustable height allowing the test to be performed by small children and taller adults.
Market Opportunity
The TUG test is a routinely performed functional test administered in many different populations such as the geriatric population, and those affected by orthopedic, neurological conditions, cognitive impairments, and chronic diseases in physical therapy and rehabilitation centers.
Features and Benefits
• Using this apparatus provides a non-subjective, consistent result for the patient. Regardless of who administers the TUG test, the apparatus will provide test-retest reliability. The reliability analyses revealed that the load-based timing method yielded generally better reliability than the handheld stopwatch method.
• Automated test that uses software to analyze the patient’s mobility with quick, quantitative results.
• Adjustable seat height allows for children and taller adults to perform this test and have a more accurate and reliable result. Taller individuals exhibited a 0.35-seconds faster time when using an individualized height vs. the standard height.
Intellectual Property
Utility patent filed. Publication number: WO2015073875 A1