Arduino Sensor Kit - Base, 10 Sensors/Modules pre-wired board 10-in-1 for Arduino beginner

$23.00
SKU#:
103030375
31 In stock

Arduino Sensor Kit - Base is a joint production between Arduino and Seeed, it integrates 10 Grove modules and one Grove Base Shield on a single PCB board so Arduino beginner can start learning about Arduino without complicated electronic background.

Arduino Sensor Kit - Front
Arduino
 Sensor Kit - Base is a joint production between Arduino and Seeed, which has the dual trademark of Arduino and Seeed.   

It integrates 10 Grove modules and one Grove Base Shield on a single PCB board.  All these modules and base shield are already connected together via the wires on the PCB. 

This means that you only need to plug the Arduino Sensor Kit into the Arduino UNO or a compatible board (e.g. SeeeduinoV4.2) and connect directly to a computer, then you can start the programming and Arduino learning with all the sensors, actuators, and OLED displays on the Arduino Sensor Kit.

It's a game-changer in Arduino learning, no breadboard or other accessories, no soldering or wiring required. No need to pay attention to hardware connection, teachers can focus on Arduino code teaching. Without complicated electronic background knowledge, students even cancomplete their first Arduino project within five minutes! All those features make it a perfect Arduino Starter Kit for both classroom and online learning.

Arduino Sensor Kit - Box

The Arduino Sensor Kit is an Arduino UNO shield kit based on the Grove Beginner Kit. 

It has the exact same module  and almost the same usage  as the Grove Beginner Kit.

The official Arduino team provides a high quality step-by-step tutorial for this kit.  Just go to h ttps://sensorkit.arduino.c c / and start your Arduino learning journey with Arduino Sensor Kit now.





Part List 

10 sensors/modules included 

Both Arduino Sensor Kit and Grove Beginner Kit have the same 10 pre-wired modules.

  1. Grove - LED: Simple LED module
  2. Grove - Buzzer: Piezo Buzzer
  3. Grove - OLED Display 0.96": 128×64 dot resolution High brightness,self-emission and high contrast ratio Big screen on a compact design Low power consumption.
  4. Grove - Button: Momentary Push Button
  5. Grove - Rotary Potentiometer: Adjustable Potentiometer
  6. Grove - Light: Detects surrounding light intensity
  7. Grove - Sound: Detects surrounding sound intensity
  8. Grove - Temperature & Humidity Sensor: Detects surrounding temperature and humidity values
  9. Grove - Air Pressure Sensor: Detects surrounding atmospheric pressure
  10. Grove - 3-Axis Accelerator: Detects object acceleration
  11. 6 Grove Cables




Specification 

Item

Value

Power Supply

3.3V/5V

Dimensions

175mm*115mm

Net Weight

77g

Digital Grove Header

7(D2,D3,D4,D5,D6,D7,D8)

Analog Grove Header

4(A0,A1,A2,A3)

I2C Grove Header

4

UART Grove Header

1


Usage

Go to https://sensorkit.arduino.cc/ to find the step-by-step tutorial for the Arduino Sensor Kit.
Arduino Sensor Kit - Usage
Pin Map
The pin map for the two Kit's are as follows:

Modules

Port TYPE

Grove Beginner kit Pins

ARDUINO Sensor kit pins

LED

Digital

D4

D6

Buzzer

Digital

D5

D5

OLED Display 0.96"

I2C

I2C

I2C

Button

Digital

D6

D4

Rotary Potentiometer

Analog

A0

A0

Light Sensor

Analog

A6

A3

Sound Sensor

Analog

A2

A2

Temperature & Humidity Sensor

 

Digital

 

D3

 

D3

Air Pressure Sensor

I2C

I2C

I2C

3-Axis Accelerator Sensor

I2C

I2C

I2C

<img src="data:image/png;base64,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