SARTHAKJAIN
ECE + Robotics @ Carnegie Mellon. I build robots, AI systems, embedded platforms, and startup products. From stepper motors to YOLO models, from QNX RTOS to React frontends.
Projects
Robotics, computer vision, AI tools, embedded systems, and product design.
AI Circuit Design
Stealth Startup
AI Air Hockey
CV + Stepper Motors + Build18
Shadow Fight
QNX RTOS + Dual Pi + Projection
CADly
Multi-Model AI + DFM Analysis
Fireblight Robot
YOLO + ROS2 + Farm-ng
NostalgiQ
Voice Clone + Face Anim + NLP
Chessmate
Minimax + Alpha-Beta Pruning
Echolocate
Assistive Glove + Biomimicry
Wire Cutter & Stripper
CAD + Arduino + NEMA Steppers
Red Robot
Robotics Competition 2026
Photovore
Light-Chasing + Custom PCB
Line Follower + GearSketch
PID + Gear Trains + Foundations
About
Who I Am
Sophomore at Carnegie Mellon studying Electrical & Computer Engineering with an additional major in Robotics. I build things at the intersection of hardware and software: robots that see and act, AI tools that solve real problems, and embedded systems that work under constraints.
Currently leading the electrical subteam at IEEExCMU, researching agricultural robotics at Kantor Lab, and building an AI-native circuit design tool in stealth. Previously interned at Fleeca where I designed tooling that improved wiring throughput by 22%, and co-authored a published paper on solar panel efficiency with a Harvard researcher.
Experience
Coursework
CMU courses shaping my systems, hardware, and applied math foundation.
Builds practical imperative programming with principled design of algorithms and data structures, emphasizing correctness and analytical reasoning.
Covers digital system design and verification from boolean/combinational/sequential logic through register-transfer methods, assembly debugging, HDL, and hardware labs.
Develops time- and frequency-domain signal processing with LTI systems, impulse and frequency response, convolution, filtering, sampling, Fourier transforms, and FFT.
Builds vector-space and matrix fundamentals and extends to multivariable/vector calculus with gradients, divergence/curl, and multiple integrals in 3D.