membuat conter lcd
arduino code for lcd gambar
![](data:image/png;base64,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)
//YWROBOT
//Compatible with the Arduino IDE 1.0
//Library version:1.1
#include <Wire.h>
#include <LiquidCrystal_I2C.h>
LiquidCrystal_I2C lcd(0x3F,16,2); // set the LCD address to 0x27 for a 16 chars and 2 line display
// this constant won't change:
const int Up_buttonPin = 2; // the pin that the pushbutton is attached to
const int Down_buttonPin = 3;
// Variables will change:
int buttonPushCounter = 0; // counter for the number of button presses
int up_buttonState = 0; // current state of the up button
int up_lastButtonState = 0; // previous state of the up button
int down_buttonState = 0; // current state of the up button
int down_lastButtonState = 0; // previous state of the up button
bool bPress = false;
void setup()
{
Serial.begin(9600);
pinMode( Up_buttonPin , INPUT_PULLUP);
pinMode( Down_buttonPin , INPUT_PULLUP);
lcd.init(); // initialize the lcd
// Print a message to the LCD.
lcd.backlight();
lcd.setCursor(0,0);
lcd.print("Please Select:");
lcd.setCursor(2,1);
lcd.print(buttonPushCounter);
}
void loop()
{
checkUp();
checkDown();
if( bPress){
bPress = false;
lcd.setCursor(2,1);
lcd.print(" ");
lcd.setCursor(2,1);
lcd.print(buttonPushCounter);
}
}
void checkUp()
{
up_buttonState = digitalRead(Up_buttonPin);
// compare the buttonState to its previous state
if (up_buttonState != up_lastButtonState) {
// if the state has changed, increment the counter
if (up_buttonState == LOW) {
bPress = true;
// if the current state is HIGH then the button went from off to on:
buttonPushCounter++;
Serial.println("on");
Serial.print("number of button pushes: ");
Serial.println(buttonPushCounter);
} else {
// if the current state is LOW then the button went from on to off:
Serial.println("off");
}
// Delay a little bit to avoid bouncing
delay(50);
}
// save the current state as the last state, for next time through the loop
up_lastButtonState = up_buttonState;
}
void checkDown()
{
down_buttonState = digitalRead(Down_buttonPin);
// compare the buttonState to its previous state
if (down_buttonState != down_lastButtonState) {
// if the state has changed, increment the counter
if (down_buttonState == LOW) {
bPress = true;
// if the current state is HIGH then the button went from off to on:
buttonPushCounter--;
Serial.println("on");
Serial.print("number of button pushes: ");
Serial.println(buttonPushCounter);
} else {
// if the current state is LOW then the button went from on to off:
Serial.println("off");
}
// Delay a little bit to avoid bouncing
delay(50);
}
// save the current state as the last state, for next time through the loop
down_lastButtonState = down_buttonState;
}
counter hitung 2
code program
#include <LiquidCrystal.h>
LiquidCrystal lcd(12, 11, 5, 4, 3, 2);
const int buttonMasuk = 6;
const int buttonKeluar = 7;
const int buttonReset = 8;
int Penghitung = 0;
int statusMasuk = 0;
int statusKeluar = 0;
int statusReset = 0;
int statusTerakhir = 0;
int led = 13;
int maksimal = 20;
void setup() {
pinMode(buttonMasuk, INPUT);
pinMode(buttonKeluar, INPUT);
pinMode(buttonReset, INPUT);
pinMode(led, OUTPUT);
lcd.begin(16,2);
lcd.setCursor(1,0);
lcd.print("Selamat Datang");
lcd.setCursor(2,1);
lcd.print("Di Boarduino");
delay(5000);
lcd.clear();
lcd.setCursor(1,0);
lcd.print("Total :");
lcd.setCursor(9,0);
lcd.print("KOSONG");
lcd.setCursor(1,1);
lcd.print("Sisa : ");
lcd.setCursor(9,1);
lcd.print(maksimal);
}
void loop() {
statusReset = digitalRead(buttonReset);
if (statusReset == HIGH) {
Penghitung = 0;
maksimal = 20;
lcd.clear();
delay(50);
lcd.setCursor(1,0);
lcd.print("Total :");
lcd.setCursor(1,1);
lcd.print("Sisa : ");
lcd.setCursor(9,0);
lcd.print("KOSONG");
lcd.setCursor(9,1);
lcd.print(maksimal);
digitalWrite(led, HIGH);
delay(100);
digitalWrite(led, LOW);
}
statusMasuk = digitalRead(buttonMasuk);
if (statusMasuk != statusTerakhir) {
if (statusMasuk == HIGH)
{
Penghitung++;
maksimal--;
digitalWrite(led, HIGH);
delay(100);
digitalWrite(led, LOW);
lcd.setCursor(9,0);
lcd.print(Penghitung);
lcd.setCursor(9,1);
lcd.print(maksimal);
}
delay(50);
}
statusTerakhir = statusMasuk;
statusKeluar = digitalRead(buttonKeluar);
if (statusKeluar != statusTerakhir) {
if (statusKeluar == HIGH)
{
Penghitung-=1;
maksimal++;
digitalWrite(led, HIGH);
delay(100);
digitalWrite(led, LOW);
lcd.setCursor(9,0);
lcd.print(Penghitung);
}
delay(50);
if (Penghitung > 0)
{
lcd.clear();
delay(3);
lcd.setCursor(1,0);
lcd.print("Total :");
lcd.setCursor(1,1);
lcd.print("Sisa : ");
lcd.setCursor(9,0);
lcd.print(Penghitung);
lcd.setCursor(9,1);
lcd.print(maksimal);
}
if (Penghitung <= 0)
{
Penghitung = 0;
maksimal = 20;
lcd.setCursor(1,1);
lcd.print("Sisa : ");
lcd.setCursor(9,1);
lcd.print(maksimal);
lcd.setCursor(9,0);
lcd.print("KOSONG");
}
if (Penghitung >= maksimal)
{
Penghitung = 20;
maksimal = 0;
lcd.setCursor(9,0);
lcd.print(Penghitung);
lcd.setCursor(9,1);
lcd.print("KOSONG");
digitalWrite(led, HIGH);
delay(5000);
digitalWrite(led, LOW);
delay(1000);
}
}
statusTerakhir = statusKeluar;
}
download library
https://drive.google.com/file/d/1XPGVEubM_ZQrO2OB4FDo51sIVWnDGeCI/view
https://drive.google.com/file/d/1XPGVEubM_ZQrO2OB4FDo51sIVWnDGeCI/view
jika terjadi kesalahan eror code bisa lihat tutorial di you tube bawah
https://youtu.be/9gI_lCXdA78
Komentar
Posting Komentar