Grove - Ultrasonic Ranger

Grove - Ultrasonic Ranger

SKU 101020010
$14.90
50+ Available
$14.90/1pcs+
$13.41/10pcs+
$12.67/20pcs+
$11.92/50pcs+
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Description

This Grove-ultrasonic sensor is a non-contact distance measurement module which is compatible with the Grove system. It's designed for easy modular project usage with industrial performance. There is also the electronic version of this module here

Video available here



Features

  • Detecting range: 3cm-4m,best in 30 degree angle.

  • Grove interface

  • 5V DC power supply

  • Arduino library ready


For all Grove users (especially beginners), we provide you guidance PDF documents. Please download and read through Preface - Getting StartedandIntroduction to Grove before your using of the product.



Please visit our wiki page for more info about this product. It will be appreciated if  you can help us improve the documents, add more demo code or tutorials. For technical support, please post your questions to our forum.




Technical Details

Dimensions50mm x 25mm x 16mm
WeightG.W 15g    
BatteryExclude
Measuring range400cm,Resolution 1cm
Operating voltageDC 3.2~5.2V
Operating current8mA
Ultrasonic frequency40kHz
ConnectorGrove x1
OutputPWM

Part List

Grove - Ultrasonic Ranger1

Questions and Answers

SUBMIT
1
Hi !I need a sensor that can read the blue or red line on the PC screen about 1.5 mm wide on the black bottom, and then give the contact get to start a clock. Which sensor can fit this and I need some additional equipment.Thanks for reply. roald<br/><br/>
on Jul 04,2017
Replyupvote ()
Could you please share some pictures about the button and line?Thanks.&nbsp;
on Jul 04,2017 11:24 AM
Replyupvote ()
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
on Jul 04,2017 13:59 PM
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I want to use three Ultrasonic sensors, one for calibration and two for distance. All your examples show only one in use at D7 using the Grove board. First can I use more than one and what channels on the Grove base board.<br/><br/>
on Nov 25,2016
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You can also connect it to D6, D5 port. The following is a code that uses three ultrasonic ranger for your reference.<pre>#include "Ultrasonic.h"Ultrasonic ultrasonic(7);Ultrasonic ultrasonic1(6);Ultrasonic ultrasonic2(5);void setup(){ Serial.begin(9600);}void loop(){ long RangeInInches; long RangeInCentimeters;  Serial.println("Ranger1: "); RangeInInches = ultrasonic.MeasureInInches(); Serial.print(RangeInInches);//0~157 inches Serial.println(" inch"); delay(250);  RangeInCentimeters = ultrasonic.MeasureInCentimeters(); // two measurements should keep an interval Serial.print(RangeInCentimeters);//0~400cm Serial.println(" cm"); delay(250);        Serial.println("Ranger2: "); RangeInInches = ultrasonic1.MeasureInInches(); Serial.print(RangeInInches);//0~157 inches Serial.println(" inch"); delay(250);  RangeInCentimeters = ultrasonic1.MeasureInCentimeters(); // two measurements should keep an interval Serial.print(RangeInCentimeters);//0~400cm Serial.println(" cm"); delay(250);        Serial.println("Ranger3: "); RangeInInches = ultrasonic2.MeasureInInches(); Serial.print(RangeInInches);//0~157 inches Serial.println(" inch"); delay(250);  RangeInCentimeters = ultrasonic2.MeasureInCentimeters(); // two measurements should keep an interval Serial.print(RangeInCentimeters);//0~400cm Serial.println(" cm"); delay(250);}</pre>
on Nov 25,2016 12:57 PM
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Will this work with chipKIT uC32 and LabView ?<br/><br/>
on Nov 03,2016
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Yes,Grove-Ultrasonic sensor will work with ChipKIT.We haven't tested with Labview.
on Nov 03,2016 12:56 PM
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Hello, can i connect this module to the Xbee carrier ? Thx<br/><br/>
on Nov 01,2016
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Yes, connect the Grove ultra sonic ranger to the  D5,D6 grove port of the Xbee carrier.
on Nov 02,2016 18:18 PM
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as<br/><br/>
on Jun 20,2017
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a<br/><br/>
on Jun 20,2017
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a<br/><br/>
on Jun 20,2017
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base on the wiki:Operating voltage: 3.3/5.0VDCOperating current: 15mAUltrasonic frequency: 42kHzSo this one should work on 3.3v system, like Arduino duo, seeeduino arch, right?
on Oct 19,2016
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Yes, you can. You can send your design files in one e-mail and name the files like this: order37218_5cm*5cm_1, order37218_5cm*5cm_2, order37218_10cm*10cm_1, and order37218_10cm*10cm_2.
on Oct 20,2016 10:41 AM
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Hello. I want to use Grove - Ultrasonic Ranger (SEN10737P) with PIC microcontroller. Will it be possible to use? If yes, Do I need additional hardware for setting it up?
on Oct 19,2016
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Sorry, but we seldom use BGA package.
on Oct 20,2016 10:41 AM
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Please pay attention the input voltage of your PIC and Grove sensor, if all the same, you can do it. But if no additional circuit with your PIC microcontroller, maybe the data could be influenced by something.
on Oct 20,2016 10:50 AM
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