Thread: minimizing of energy costs

My objective is to minimize the energie costs of a company
The curve P(t) represents the normalized power of one day.
I have a curve P(t) and I pay for the value of the curve
basis costs = 1.8
and it possible to buy peak energy for = 0.959
there are also operating costs for the value under the curve
Operating cost base = 0.04 or
Operating cost peak = 0.09

My approach now would be:
Basic cost = 1.8 * P (t) +0.04 * (tx * P (t) + integral (P (t), tx, 1))
Peak load = 0959 * (P (0)-P (t)) +0.09 * (integral (P (t), 0, tx) tx * P (t))
P = (1-0.63 * tn ^ ​​0.8981);


Unfortunately, however it did'nt worked.
Have somebody an approach or solution?

Originally Posted by yannik55

My objective is to minimize the energie costs of a company
The curve P(t) represents the normalized power of one day.
I have a curve P(t) and I pay for the value of the curve
basis costs = 1.8
and it possible to buy peak energy for = 0.959
there are also operating costs for the value under the curve
Operating cost base = 0.04 or
Operating cost peak = 0.09

My approach now would be:
Basic cost = 1.8 * P (t) +0.04 * (tx * P (t) + integral (P (t), tx, 1))
Peak load = 0959 * (P (0)-P (t)) +0.09 * (integral (P (t), 0, tx) tx * P (t))
P = (1-0.63 * tn ^ ​​0.8981);


Unfortunately, however it did'nt worked.
Have somebody an approach or solution?

OK, rewrite this in plainer language, it is incomprehensible as it is.

CB