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 Post subject: Potenciometro y lm35
PostPosted: Wed Feb 05, 2014 6:49 pm 

Joined: Mon Jan 20, 2014 4:59 pm
Posts: 6
Buenas Tardes,

Estoy realizando un termostat con arduino UNO, y tengo un problema.
Mi proyecto se basa en leer la temperatura real del sensor lm35 conectado en la entrada a2y leer también la entrada a0 que tengo conectado un potenciometro de 1k. El problema surge cuando empiezo a variar la resistividad del potenciometro, la temperatura leída del sensor lm35 empieza a oscilar. ¿Por que? No lo entiendo.. tengo los dos elementos conectados en paralelo a los pins gnd y +5V.
Además, si dejo de leer el potenciometro (pero sigue conectado, solo variando el programa del arduino) por mucho que varíe la resistividad del potenciometro la lectura del sensor lm35 es perfecta. adjunto el codigo.

// declarar las variables.
float tempC;
int temp;
int p;
int temperatura = A2;
void setup()
{ Serial.begin(9600);
}
void loop()
{
//entrada analògica del sensor.
temp=analogRead(temperatura);
p=analogRead(A0);
//convertir el valor a temperatura.
tempC=(5.0*temp*100.0)/1024.0;

// datoss al port serial.
Serial.print(tempC);
Serial.print ("Graus Centrigrets\n");

delay(1000);
}

ayuda por favor.. y muchas gracias de antemano


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 Post subject: Re: Potenciometro y lm35
PostPosted: Thu Feb 06, 2014 8:17 am 

Joined: Mon Sep 28, 2009 12:06 pm
Posts: 11366
Hola Luti,

¿de cuánto puede ser la oscilación que comentas?

Un saludo.


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 Post subject: Re: Potenciometro y lm35
PostPosted: Thu Feb 06, 2014 8:59 pm 

Joined: Mon Jan 20, 2014 4:59 pm
Posts: 6
Gracias por contestar!

Haver, la temperatura real medida con el lm35 es de 21grados celsius. Esta temperatura es correcta porque lo he verificado con otro sensor y la entrada del potenciometro de 1k es de lectura 1023. Cuanto bajo resistència del potenciometro que la lectura del potenciometro aproximadamente es alrededor de 0 la lectura del lm35 me baja a 16grados C, y por mas inri empieza a oscilar. Esta en 16grados y de glope pasa a 40 y vuelve a 15 y vuelve a subir. Al principio creía que era problema de la conexión pero lo he repasado mil veces y Nada.

Y si en la Programación saco la lectura analògica del potenciometro me deja de oscilar, aún manteniendo el conexionado del potenciometro y variando su resistència.

Gracias y por favor ayuda!


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 Post subject: Re: Potenciometro y lm35
PostPosted: Fri Feb 07, 2014 8:36 am 

Joined: Mon Sep 28, 2009 12:06 pm
Posts: 11366
Hola Luti,

¿Puedes ponernos el circuito que has montado?

¿Has utilizado algún componente más a parte del sensor y del potenciómetro?

Gracias!

Un saludo.


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 Post subject: Re: Potenciometro y lm35
PostPosted: Mon Feb 10, 2014 2:44 pm 

Joined: Mon Jan 20, 2014 4:59 pm
Posts: 6
Image

https://www.google.es/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&docid=2mrU-CsQJF4A3M&tbnid=W3LKlrG2gDehZM:&ved=0CAUQjRw&url=http%3A%2F%2Fwww.bioespin.com%2Fsensor-de-temperatura-para-la-regadera.html&ei=Ddf4UtW9O-Ol0AWixIHICQ&bvm=bv.60983673,d.d2k&psig=AFQjCNHArq9vtaOZloBQV8TWGp09Sn_vJQ&ust=1392126085459979


Este es mi circuito de conexión. alimentación +5vcc, gnd al sensor y en paralelo los extremos del potenciometro. Las entradas analogicas a0 la señal del sensor y en a1 el cursor de potenciometro.
Así de simple.

Gracias.


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 Post subject: Re: Potenciometro y lm35
PostPosted: Tue Feb 11, 2014 8:33 am 

Joined: Mon Sep 28, 2009 12:06 pm
Posts: 11366
Hola Luti,

Si no te importa, ¿podrías postear una imagen para poder descartar cualquier fallo de conexionado?

Sabemos que es sencillo pero tu problema es muy extraño.

Saludos.


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 Post subject: Re: Potenciometro y lm35
PostPosted: Wed Feb 12, 2014 2:20 pm 

Joined: Mon Jan 20, 2014 4:59 pm
Posts: 6
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[/img]


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 Post subject: Re: Potenciometro y lm35
PostPosted: Wed Feb 12, 2014 2:24 pm 

Joined: Mon Jan 20, 2014 4:59 pm
Posts: 6
Este es mi conexionado pero con la salida del potenciometro (cursor) en la analogica A1.

Image


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 Post subject: Re: Potenciometro y lm35
PostPosted: Thu Feb 13, 2014 8:55 am 

Joined: Mon Sep 28, 2009 12:06 pm
Posts: 11366
Hola Luti,

Me refiero a una fotografía real del montaje.

Intenta utilizar un potenciómetro de mayor valor.

Un saludo.


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