There are many varying sizes of square bale wrapped, making calculating the number of bales per roll complex. The quantity of bales wrapped, of any dimension, from one roll of film is dependent on a number of important factors.
By using the following formula, a calculation of the approximate number of square bales, wrapped with 4 or 6 layers of film, from one roll of film can be made
A | Add the sum of the bale’s four largest dimensions = 4.7m (2 x 1.5m + 2 x .85m) | |
B | Multiply by 75 | (75cm Film width) |
C | Multiply by 0.0025 | (25 micron Film thickness) |
D | Multiply by 0.0933 | (Film Density) |
E | Divide by 1.7 | (Film length plus 70% stretch) |
F | Multiply by 16 | (Number of turns of the bale for 4 film layers) |
G | Divide into weight of film on roll (not including core) (approximately 26Kg per 750mm x 1500m roll) |
|
26Kg (total film weight / roll) ÷ 0.774Kg (film weight / bale) | ||
A | Add the sum of the bale’s four largest dimensions = 4.7m (2 x 1.5m + 2 x .85m) | |
B | Multiply by 75 | (75cm Film width) |
C | Multiply by 0.0025 | (25 micron Film thickness) |
D | Multiply by 0.0933 | (Film Density) |
E | Divide by 1.7 | (Film length plus 70% stretch) |
F | Multiply by 24 | (Number of turns of the bale for 6 film layers) |
G | Divide into weight of film on roll (not including core) (approximately 26Kg per 750mm x 1500m roll) |
|
26Kg (total film weight / roll) ÷ 1.161Kg (film weight / bale) | ||