Hello,
Could anybody check if is possible to solve below equations by Brute Force method using Phyton? Unfortunately standard arithmetic or determinants methods doesn't work - set of equations don't have solution. I though about Brute Force method but I am not a programmer.
l*n - 60*l*b - 60*l*a*n + 3600*l*a*b = 43945.8598
l*n - 30*l*b - 30*l*a*n + 900*l*a*b = 43954.1614
l*n + 30*l*b + 30*l*a*n + 900*l*a*b = 43973.1560
l*n + 60*l*b + 60*l*a*n + 3600*l*a*b = 43982.4109
or shorter version if we set variables as: ln=W; lb=Z lan=Y; lab=X;
1W – 60Z – 60Y + 3600X = 43945.8598
1W – 30Z – 30Y + 900X = 43954.1614
1W + 30Z + 30Y + 900X = 43973.1560
1W + 60Z + 60Y + 3600X = 43982.4109
The expected values are: length l = ~30 000m, n = ~1.46, a and b are constans, a should be in the range 10E-5...10E-7, b should be in the range 10E-4...10E-6
Thank You very much for help.
Could anybody check if is possible to solve below equations by Brute Force method using Phyton? Unfortunately standard arithmetic or determinants methods doesn't work - set of equations don't have solution. I though about Brute Force method but I am not a programmer.
l*n - 60*l*b - 60*l*a*n + 3600*l*a*b = 43945.8598
l*n - 30*l*b - 30*l*a*n + 900*l*a*b = 43954.1614
l*n + 30*l*b + 30*l*a*n + 900*l*a*b = 43973.1560
l*n + 60*l*b + 60*l*a*n + 3600*l*a*b = 43982.4109
or shorter version if we set variables as: ln=W; lb=Z lan=Y; lab=X;
1W – 60Z – 60Y + 3600X = 43945.8598
1W – 30Z – 30Y + 900X = 43954.1614
1W + 30Z + 30Y + 900X = 43973.1560
1W + 60Z + 60Y + 3600X = 43982.4109
The expected values are: length l = ~30 000m, n = ~1.46, a and b are constans, a should be in the range 10E-5...10E-7, b should be in the range 10E-4...10E-6
Thank You very much for help.