User:SlashZero~enwiki

Assorted nonsense. Help:Displaying_a_formula
 * $$\mbox{BHN}=\frac{2P}{D \pi ({D-\sqrt{(D^2-d^2)})}}$$
 * $${\operatorname{d}C_A\over\operatorname{d}t}=\frac{(C_{Ain}-C_A)q-k_1{C_A}{C_B}^2{V}}{V}$$
 * $${\operatorname{d}C_B\over\operatorname{d}t}=\frac{(C_{Bin}-C_B)q+(k_1{C_A}{C_B}^2-k_2{C_B}){V}}{V}$$
 * $${\operatorname{d}C_C\over\operatorname{d}t}=\frac{-{C_C}q+(k_2{C_B}-2{k_3}{C_C}^2){V}}{V}$$
 * $${\operatorname{d}C_D\over\operatorname{d}t}=\frac{-C_Dq+({k_3}{C_C}^2-k_4{C_D}{C_E}){V}}{V}$$
 * $${\operatorname{d}C_E\over\operatorname{d}t}=\frac{-C_Eq+({k_3}{C_C}^2-k_4{C_D}{C_E}){V}}{V}={\operatorname{d}C_D\over\operatorname{d}t}$$
 * $${\alpha}=\frac{C_A}{C_{Ain}}$$
 * $${\beta}=\frac{C_B}{C_{Ain}}$$
 * $${\gamma}=\frac{C_C}{C_{Ain}}$$
 * $${\delta}=\frac{C_D}{C_{Ain}}$$
 * $${\epsilon}=\frac{C_E}{C_{Ain}}$$
 * $${\beta}_{in}=\frac{C_{Bin}}{C_{Ain}}$$
 * $${t}_{res}=\frac{V}{q}$$
 * $${t}_{1}=\frac{1}{k_1C_{Ain}^2}$$
 * $${t}_{2}=\frac{1}{k_2}$$
 * $${t}_{3}=\frac{1}{k_3C_{Ain}}$$
 * $${t}_{4}=\frac{1}{k_4C_{Ain}}$$
 * $${\tau}_{res}=\frac{t_{res}}{t_1}$$
 * $${\tau}_{2}=\frac{t_2}{t_1}$$
 * $${\tau}_{3}=\frac{t_3}{t_1}$$
 * $${\tau}_{4}=\frac{t_4}{t_1}$$
 * $${\tau}=\frac{t}{t_1}$$
 * $${\operatorname{d}\alpha\over\operatorname{d}t}=\frac{(1-\alpha)}{\tau_{res}}-\alpha\beta^2$$
 * $${\operatorname{d}\beta\over\operatorname{d}t}=\frac{(\beta_{in}-\beta)}{\tau_{res}}+\alpha\beta^2-\frac{\beta}{\tau_2}$$
 * $${\operatorname{d}\gamma\over\operatorname{d}t}=-\frac{\gamma}{\tau_{res}}+\frac{\beta}{\tau_2}-\frac{2\gamma^2}{\tau_3}+\frac{2\delta\epsilon}{\tau_4}$$
 * $${\operatorname{d}\delta\over\operatorname{d}t}=-\frac{\delta}{\tau_{res}}+\frac{\gamma^2}{\tau_3}-\frac{\delta\epsilon}{\tau_4}$$
 * $${\operatorname{d}\epsilon\over\operatorname{d}t}={\operatorname{d}\delta\over\operatorname{d}t}$$
 * $${\operatorname{d}C_i\over\operatorname{d}t}=\frac{\mbox{rate in of i - rate out of i + rate of i generated}}{\mbox{volume}}$$