$e^{i\pi}=-1$
$N(m,\sigma^{2})=\frac{1}{\sigma\sqrt{2\pi}}e^{-\frac{(x-m)^2}{2\sigma^{2}}}$
\[ \left[\begin{array}{c} T_1\\T_2\\T_3\\T_4\\T_5\\T_6\\ \end{array}\right]= \left[\begin{array}{cccccc} C_{11}&C_{12}&C_{13}&C_{14}&C_{15}&C_{16}\\ C_{21}&C_{22}&C_{23}&C_{24}&C_{25}&C_{26}\\ C_{31}&C_{32}&C_{33}&C_{34}&C_{35}&C_{36}\\ C_{41}&C_{42}&C_{43}&C_{44}&C_{45}&C_{46}\\ C_{51}&C_{52}&C_{53}&C_{54}&C_{55}&C_{56}\\ C_{61}&C_{62}&C_{63}&C_{64}&C_{65}&C_{66}\\ \end{array}\right] \left[\begin{array}{c} S_1\\S_2\\S_3\\S_4\\S_5\\S_6\\ \end{array}\right] \]
$ガウスの消去法により,A_x = b の解を求めてみましょう.$
\[ Current Limit = V_{ref} \times 2.5 \]
\[
V_{ref} = 電流値 \times 0.4
\]
\begin{equation} Current Limit = V_{ref} \times 2.5\\ Current Limit = V_{ref} \times 2.5 \end{equation}
\setcounter{equation}{0} \begin{eqnarray} Current Limit = V_{ref} \times 2.5\\ Current Limit = V_{ref} \times 2.5 \end{eqnarray}
\[ \mathrm{e}^{x} \]
\[ e^{x} \]
■コード入力
// サンプル public class Sample { public static void main(String[] args) { System.out.println("サンプルです"); } }
//// The following define selects which electronics board you have. Please choose the one that matches your setup // Gen3 PLUS for RepRap Motherboard V1.2 = 21 // MEGA/RAMPS up to 1.2 = 3 // RAMPS 1.3/RAMPS 1.4 = 33 // Azteeg X3 = 34 // Gen6 = 5 // Gen6 deluxe = 51 // Sanguinololu up to 1.1 = 6 // Sanguinololu 1.2 and above = 62 // Melzi board = 63 // Define REPRAPPRO_HUXLEY if you have one for correct HEATER_1_PIN assignment! // Gen7 1.1 till 1.3.x = 7 // Gen7 1.4.1 and later = 71 // Teensylu (at90usb) = 8 // requires Teensyduino // Printrboard (at90usb) = 9 // requires Teensyduino // Foltyn 3D Master = 12 // MegaTronics 1.0 = 70 // ;egatronics 2.0 = 701 // RUMBA = 80 // Get it from reprapdiscount // Rambo = 301 // Arduino Due = 401 // This is only experimental //#define MOTHERBOARD 33 #define MOTHERBOARD 62 #include "pins.h"