Cześć! Mam zegar RTC (RTC DS1307 + 32kb EEPROM 24C32 I2C). Korzystam z biblioteki DS1307RTC przez Michael
Margolis. Mm Arduino UNO. Problem polega na tym, że w momencie ustawiania zegara czas i data są poprawne.
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caz+JX/hWgpdBJopLMLIepjA1GzTq0QvUjoELXksXshhBCdhVk/y4NESTrxWLcQ6ztyiERbIATNHqqR/ttNQgxX7Cm29fGxfiG6gZbMRNPE1qeL7PMQQgghuoX2EAkhhBCi59EeIiGEEEKIADlEQgghhOh55BAJIYQQoueRQySEEEKInkcOkRBCCCF6HjlEQgghhOh55BAJIYQQoueRQySEEEKInkcOkRBCCCF6HOf+D4rxeZkK3gv5AAAAAElFTkSuQmCC[/img]
W momencie odpalenia testu w monitorze godzina nadal jest dobra ale data się rozjeżdża.
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[/img]
Prośba o podpowiedź jak mogę to poprawnie ustawić.
Set Time:
Kod do testu godziny:
Pozdrawiam, B.
Margolis. Mm Arduino UNO. Problem polega na tym, że w momencie ustawiania zegara czas i data są poprawne.
[img]data:image/png;base64,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[/img]
W momencie odpalenia testu w monitorze godzina nadal jest dobra ale data się rozjeżdża.
[img]data:image/png;base64,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[/img]
Prośba o podpowiedź jak mogę to poprawnie ustawić.
Set Time:
Kod:
#include <Wire.h>
#include <TimeLib.h>
#include <DS1307RTC.h>
const char *monthName[12] = {
"Jan", "Feb", "Mar", "Apr", "May", "Jun",
"Jul", "Aug", "Sep", "Oct", "Nov", "Dec"
};
tmElements_t tm;
void setup() {
bool parse=false;
bool config=false;
// get the date and time the compiler was run
if (getDate(__DATE__) && getTime(__TIME__)) {
parse = true;
// and configure the RTC with this info
if (RTC.write(tm)) {
config = true;
}
}
Serial.begin(9600);
while (!Serial) ; // wait for Arduino Serial Monitor
delay(200);
if (parse && config) {
Serial.print("DS1307 configured Time=");
Serial.print(__TIME__);
Serial.print(", Date=");
Serial.println(__DATE__);
} else if (parse) {
Serial.println("DS1307 Communication Error :-{");
Serial.println("Please check your circuitry");
} else {
Serial.print("Could not parse info from the compiler, Time=\"");
Serial.print(__TIME__);
Serial.print("\", Date=\"");
Serial.print(__DATE__);
Serial.println("\"");
}
}
void loop() {
}
bool getTime(const char *str)
{
int Hour, Min, Sec;
if (sscanf(str, "%d:%d:%d", &Hour, &Min, &Sec) != 3) return false;
tm.Hour = Hour;
tm.Minute = Min;
tm.Second = Sec;
return true;
}
bool getDate(const char *str)
{
char Month[12];
int Day, Year;
uint8_t monthIndex;
if (sscanf(str, "%s %d %d", Month, &Day, &Year) != 3) return false;
for (monthIndex = 0; monthIndex < 12; monthIndex++) {
if (strcmp(Month, monthName[monthIndex]) == 0) break;
}
if (monthIndex >= 12) return false;
tm.Day = Day;
tm.Month = monthIndex + 1;
tm.Year = CalendarYrToTm(Year);
return true;
}Kod do testu godziny:
Kod:
#include <RTClib.h>
RTC_DS1307 rtc;
char daysOfTheWeek[7][12] = {
"Sunday",
"Monday",
"Tuesday",
"Wednesday",
"Thursday",
"Friday",
"Saturday"
};
void setup () {
Serial.begin(9600);
// SETUP RTC MODULE
if (! rtc.begin()) {
Serial.println("Couldn't find RTC");
Serial.flush();
while (1);
}
// automatically sets the RTC to the date & time on PC this sketch was compiled
rtc.adjust(DateTime(F(__DATE__), F(__TIME__)));
// manually sets the RTC with an explicit date & time, for example to set
// January 21, 2021 at 3am you would call:
// rtc.adjust(DateTime(2021, 1, 21, 3, 0, 0));
}
void loop () {
DateTime now = rtc.now();
Serial.print("Date & Time: ");
Serial.print(now.year(), DEC);
Serial.print('/');
Serial.print(now.month(), DEC);
Serial.print('/');
Serial.print(now.day(), DEC);
Serial.print(" (");
Serial.print(daysOfTheWeek[now.dayOfTheWeek()]);
Serial.print(") ");
Serial.print(now.hour(), DEC);
Serial.print(':');
Serial.print(now.minute(), DEC);
Serial.print(':');
Serial.println(now.second(), DEC);
delay(1000); // delay 1 seconds
}