Clay Laser

Laser Energy

NOTE

The Laser Energy formula has not been changed from the original version.

First, calculate the energy values for each color ($E_1,E_2,E_3$).

For each color, define the parameters as follows:

$i$	$r$	$b_i$	$m_i$	$n_i$
1	0.1	2.5	1000	number of blue lasers
2	0.1	1.8	300	number of green lasers
3	0.1	1.5	100	number of red lasers

The energy value for each color is calculated by the following formula:

$$E_i=m_i^{a_i}\cdot \frac{1+r{n}_i{C}_i^{n_i}}{1+r{C}_i^{n_i}}$$

where

$$\begin{array}{r}{C}_i=b{i}^{(1+r){\log }_{m_i}(\frac{1+r}{r})}\\ \\ a_i=\frac{\ln (\frac{1+r}{C_i^{-n_i}+r})}{\ln (\frac{1}{r}(1+r))}\end{array}$$

If $E_i<1$, substitute $E_i=1$.

Finally, the total laser energy, $E$, is the product of these individual energy values, minus one:

$$E=E_1\cdot E_2\cdot E_3-1$$