SUJA gsm cutting machine with a cutting area of 100cm2 fabric samples for GSM testing. GSM stands for “Grams per Square Meter,” which is a measure of the weight or density of a fabric.
Using a GSM cutting machine with a cutting area of 100cm2 can provide several benefits, suja gsm
Precision: This machine can cut fabric samples with high accuracy, ensuring that the sample size is consistent for accurate GSM testing results.
Efficiency: By cutting multiple samples at once, the GSM cutting machine with increase productivity.
Versatility: This machine can cut a wide range of fabrics, from light-weight to heavy-weight fabrics, making it a versatile tool in the textile industry.
Cost-effective: By increasing efficiency and reducing waste, a GSM cutting machine can help to save money in the long run
| Model | SJAGSM01 |
| Brand | SUJA GLOBAL |
| Origin | Singapore |
| Fabric Cutting Area | 100CM2 |
| Diameter | 115 cm. sq. (Approx.) |
| Type of Cut | Standard |
| Box Size | (17 x 17 x 13)cm |
| Weight | 1.5kg |
| Blades | Heavy duty (Germany) for long life. |
| Rubber Pad | For smoothly cutting the sample without damage the cutting blade. |
To calculate GSM, the weight of a fabric is measured in grams square meters. The area of the fabric is determined by multiplying the length of the fabric by its width.
Here’s an example of how to calculate the GSM of a fabric sample:
Weigh the fabric sample using a scale that can measure in grams. Let’s say the fabric sample weighs 50 grams.
Measure the length and width of the fabric sample in meters. Let’s say the fabric sample measures 0.5 meters in length and 0.5 meters in width.
Calculate the area of the fabric sample by multiplying the length by the width. the area is 0.25 square meters (0.5 x 0.5).
Divide the weight of the fabric sample by its area to get the GSM. the GSM is 200 (50 ÷ 0.25).
The GSM value provides information about the fabric’s weight and density,
GSM is an important factor to consider in textile manufacturing, as it can affect the durability, strength, and performance of the fabric.
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