Transducer & ADC Data Acquisition Lab

Sensor Simulator Online

Simulate electronic transducers and microcontroller analog sampling. Model light, temperature, ultrasonic distance, and rotary angles with live transfer curves and ADC quantization.

500 Lux
Sensor Resistance: 6443 Ω
Microcontroller ADC Settings
Transfer Function: Vout vs Physical Input
Analog Vout3.041 V(500 Lux)
ADC Raw Count622/ 1023 counts
LSB Resolution4.89 mVper integer step
Normalized60.8%of Full Scale

What is a Sensor and Transducer Simulator?

A sensor simulator is an online engineering tool that models the physical-to-electrical conversion mechanisms of electronic transducers. Sensors convert environmental physical stimuli—such as illumination (Lux), thermal temperature (°C), acoustic Time-of-Flight (distance), or mechanical rotary displacement—into proportional electrical signals that microcontrollers and digital signal processors can digitize.

By modeling non-linear semiconductor behaviors (such as Steinhart-Hart thermistor equations and photoresistor power laws) alongside Analog-to-Digital Converter (ADC) quantization step sizes, this tool assists embedded developers in calibrating sensor software before hardware prototyping.

How to Use the Sensor Simulator

Model transducers and test ADC firmware in four straightforward steps.

1

Select Transducer

Pick from LDR light sensors, NTC thermistors, ultrasonic distance modules, or potentiometers.

2

Vary Stimulus

Adjust the physical input slider (lux, temperature, distance, or angle) to observe response changes.

3

Configure ADC

Set bit resolution (8, 10, or 12-bit) and reference voltage (3.3V or 5.0V) matching your microcontroller.

4

Inspect Curve & Code

Observe the non-linear transfer characteristic plot and copy the calibrated Arduino C read snippet.

Key Transducer Simulation Features

Engineered for IoT firmware engineers, roboticists, and electronics makers.

Non-Linear Transfer Curves

Real-time mathematical plotting of resistance and voltage curves with an interactive operating dot.

ADC Quantization Engine

Simulates discrete integer count conversion, step size (LSB mV), and quantization errors.

One-Click Firmware Code

Instantly generates ready-to-run C++ Arduino and ESP32 code tailored to the active sensor configuration.

Governing Transducer Equations

For an NTC thermistor, the resistance as a function of absolute temperature \(T\) in Kelvin is modeled by the Beta equation:

R(T) = R_0 * exp( β * ( 1/T - 1/T_0 ) )

In ultrasonic distance measurement, acoustic waves travel at the speed of sound v ≈ 343 m/s at room temperature:

Distance = ( Echo_Time * v ) / 2

The digital integer output from an n-bit Analog-to-Digital Converter with reference voltage V_ref is given by:

ADC_Raw = round( ( V_in / V_ref ) * ( 2^n - 1 ) ) | LSB = V_ref / ( 2^n - 1 )

Practical IoT & Robotics Applications

Autonomous Mobile Robots (AMRs)

Warehouse autonomous robots and robotic vacuum cleaners use ultrasonic Time-of-Flight sensors combined with infrared optical rangers to detect obstacles, map surrounding walls, and prevent collisions in dynamic industrial environments.

Lithium Battery Management Systems (BMS)

Electric vehicle battery packs embed NTC thermistors throughout individual lithium-ion pouch cells. Microcontroller ADCs continuously sample cell temperatures to trigger liquid cooling loops and prevent thermal runaway during rapid DC fast charging.

Frequently Asked Questions

An LDR uses a cadmium sulfide (CdS) semiconductor whose resistance drops dramatically as light intensity increases, as photons excite valence electrons into the conduction band. Placing it in a voltage divider converts this resistance shift into a proportional analog voltage.

A Negative Temperature Coefficient (NTC) thermistor is a ceramic semiconductor whose electrical resistance decreases non-linearly with increasing temperature, modeled accurately by the Beta equation: R(T) = R0 * exp(β * (1/T - 1/T0)).

An ultrasonic sensor transmits a 40 kHz acoustic sound pulse and measures the round-trip Time-of-Flight (ToF) until the reflected echo returns. Distance is calculated as Distance = (Echo Time * Speed of Sound in Air) / 2.

An Analog-to-Digital Converter (ADC) quantizes continuous analog voltages into discrete digital integer steps. The Least Significant Bit (LSB) resolution is determined by LSB = Vref / 2^n. For a 10-bit ADC at 5V, each integer step corresponds to approximately 4.88 mV.