Automatic Cat Feeder

Automatic Cat Feeder

MEMS1049 — Spring 2026
Team 27 — James Puzon, Tom Kisiel, Sean Savidge

Project Demo

System Overview

Feature Mechatronic Element
Feeder automatically dispenses food portionsStepper motor
"Feed Now" button triggers feeding cycleInterrupt
Dispensing timing controlDelay
Bowl food level checkAnalog measurement
Feeding time display4× 7-segment displays
7-segment controlMAX7221 driver
12V to 5V conversionVoltage regulator
Time-setting and control inputs3× push buttons
Power status indicatorLED
Pre-feed activity indicatorLED (blinking)
Weight sensor activity indicatorLED
Enabled feeding-time indicators2× LEDs
Portion size adjustmentPotentiometer
Reservoir empty detectionForce sensor
Reservoir empty warningSoftware-controlled LEDs

Motor Analysis

The primary dispensing actuator is a stepper motor. It rotates in 90° increments to move a paddle wheel and dispense repeatable portions of food from the reservoir into the bowl.
For analysis, the interaction between the paddle and food is modeled as an equivalent drag/friction force on one paddle face.

Free-Body Diagram

Free-body diagram

Speed Derivation

Variable form

n = Nrev / tdispense

Where:

Numeric form

n = 2.5 rev / 5 s = 0.5 rev/s

0.5 rev/s × 60 s/min = 30 RPM

Torque Derivation

Step 1: Rotational Dynamics

Using Newton's second law for rotation:

ΣM = Iα

Summing moments about the shaft axis (CCW positive):

τMotor - FDrag · r = Iwheel · α

Step 2: Inertia Check

Estimated paddle-wheel inertia (plastic, ~20 g, R ≈ 0.02 m), approximated as a solid disk:

Iwheel ≈ (1/2) mR² ≈ (1/2)(0.02)(0.02)² ≈ 4×10-6 kg·m²

Worst-case angular acceleration (0 to 30 RPM in ~0.1 s):

αmax ≈ π rad/s / 0.1 s ≈ 31 rad/s²

Inertial torque:

Iα ≈ (4×10-6)(31) ≈ 1.3×10-4 N·m ≈ 0.013 N·cm

This is approximately 0.25% of the calculated resistance torque, so inertia is neglected (α ≈ 0):

τMotor = FDrag · r

Step 3: Drag Force Estimate

The paddle moves through granular food, so FDrag is modeled as Coulomb friction:

Wfood = mfood · g

FDrag = μfood · Wfood

Where μfood ≈ 0.5 (estimated kibble-plastic friction coefficient). This is an estimate; testing can refine it.

Step 4: Required Torque with Safety Factor

τMotor,req = SF · FDrag · r

Using SF = 2 to account for:

Numeric form

Wfood = 0.496 kg · 9.81 m/s² = 4.87 N

FDrag = 0.5 · 4.87 = 2.44 N

r = 0.8 in = 0.0203 m

τMotor,req (no SF) = 2.44 · 0.0203 = 0.0495 N·m = 4.95 N·cm

τdesign = 2 · 4.95 = 9.9 N·cm

Torque-Speed Diagram

Torque-Speed diagram

Motor Specifications

Motor: Pololu #1200 (SOYO SY42STH47-1206A)

Vrated = Irated · Rcoil = 1.2 × 3.3 = 3.96 V ≈ 4 V

Power Electronics Selection

Selected driver: Pololu A4988 Stepper Motor Driver Carrier

Circuit Design

Circuit Design
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