© Copyright 2022 Quantum Protective. All rights reserved.
This is the actual test done with a ladle of molten iron at 2800 degrees poured directly onto the single layer of Quantum treated fabric.
The measure of the protection level of a fabric is how much it can limit the amount of heat transferred to the wearer and prevent a theoretical second degree burn. This test also demonstrates how quickly and effectively a fabric can shed molten metal without it sticking and burning through to the wearer.
One of the ways the results of a ASTM F955 pour test are reported is by a graph called a Stoll Curve. The Stoll Curve is a plot of the amount of time it takes for a second degree burn to occur. Anything falling below the Stoll Curve, (Red Line) is considered safe from a theoretical second degree burn.
As the Stoll Curve indicates, Quantum is well below the Red Line on all tests performed.
Below is an independent actual test done by a melt shop supervisor at a major steel mill. The pictures of the swatches were taken where a ladle of molten iron at 2800 degrees was poured directly onto the single layer of fabric with Quantum treatment. The molten iron rolled off the Quantum fabric and there was no burn-through.
All Quantum Fabric tested well below the “Red” line on the Stoll Curve which indicates the area of 2nd degree burns.
To receive a copy of the full University of Alabama Birmingham Metals Technology Group report click here to fill out our CONTACT form and in the message box request the ASTM955 report. We will email the full report to you.
University of Alabama Birmingham (UAB) Test Excerpt
Taken from 64 page test at UAB concerning Quantum:
The fabric combinations of Quantum 843 with Long Johns and Quantum QVT with Long Johns showed the lowest temperature increases after impact with molten iron. The maximum temperature increase with Q843 with Long Johns was 10.5 °C and with Quantum QVT with Long Johns was 11.1 °C. Second degree burn was not indicated with these two combinations as the total heat energy stayed below the Stoll curve.