Ternuino Alpha
The Future of Computing is Ternary
Welcome to the revolutionary world of ternary computing! The Ternuino Alpha represents our ambitious journey to create the world's first fully functional ternary computer on FPGA base, scheduled for release in 2026. Our patent-pending technology will transform how we think about digital computation.
Unlike traditional binary systems that use only 0s and 1s, ternary computing harnesses the power of three states: -1 (negative), 0 (neutral), and +1 (positive). This breakthrough provides 58% more information density and opens unprecedented possibilities for computational efficiency.
Project Status
🔬 Research Phase
📅 Target: 2026
⚖️ Patent Pending
🔧 Simulator Available
Development Roadmap
Our journey to create the world's first modern ternary computer
✓ Research & Theory
2023-2024
- Mathematical foundation
- Ternary logic research
- Bachelor thesis development
- Patent application filed
✓ Simulator Development
2024-2025
- CPU simulator implementation
- Assembly language design
- Documentation creation
- Example programs development
🔧 FPGA Design
2025-2026
- Hardware architecture design
- Ternary logic gates implementation
- FPGA synthesis and testing
- Performance optimization
📅 Hardware Release
2027
- Ternuino Alpha FPGA release
- Development kit availability
- Community engagement
- Educational partnerships
- Industry collaborations
🚀 Future Expansion
2027+
- Advanced ternary systems
- Commercial applications
- Research collaborations
- Next-generation architectures
Ternuino CPU Architecture of the available simulator
┌─────────────────────────────────────────────────────────────┐ │ TERNUINO CPU ARCHITECTURE │ ├─────────────────────────────────────────────────────────────┤ │ REGISTERS MEMORY INSTRUCTION SET │ │ ┌─────────┐ ┌──────────┐ ┌────────────────────────────┐ │ │ A: trit │ │ 0: instr │ │ MOV TAND TSIGN TSHL3 │ │ │ B: trit │ │ 1: instr │ │ ADD TOR TABS TSHR3 │ │ │ C: trit │ │ 2: instr │ │ SUB TNOT TCMPR │ │ │ │ │ ... │ │ MUL JMP TJN TJP │ │ │ PC: int │ │26: instr │ │ DIV TJZ HLT NOP │ │ └─────────┘ └──────────┘ └────────────────────────────┘ │ │ │ TERNARY VALUES: -1 (negative) 0 (neutral) +1 (positive) │ └─────────────────────────────────────────────────────────────┘
Why Ternary Computing?
58% More Information Density
Each trit carries log₂(3) ≈ 1.585 bits of information compared to 1 bit in binary systems. This means more efficient data representation and processing.
Natural Signed Numbers
No need for complex two's complement encoding. Positive, negative, and zero values are represented naturally with +1, -1, and 0 and can be easily manipulated using simple arithmetic operations.
Intuitive Logic Operations
TAND (min), TOR (max), and TNOT (negate) operations are mathematically elegant and correspond to natural human reasoning patterns. These operations simplify complex logical expressions and make them more accessible.
Perfect for Modern Applications
Three-state logic naturally handles yes/no/maybe scenarios, database NULL values, and fuzzy logic applications. This makes it an ideal choice for AI, machine learning, and advanced data processing tasks.
Technical Specifications
Ternary Logic Truth Tables
| TAND (Minimum Operation) | ||
|---|---|---|
| A | B | Result |
| -1 | -1 | -1 |
| -1 | 0 | -1 |
| -1 | +1 | -1 |
| 0 | 0 | 0 |
| 0 | +1 | 0 |
| +1 | +1 | +1 |
Instruction Set Overview
| Category | Instructions |
|---|---|
| Arithmetic | ADD, SUB, MUL, DIV |
| Logic | TAND, TOR, TNOT |
| Memory | LD, ST, LEA |
| Control | JMP, TJZ, TJN, TJP |
| Ternary Ops | TSIGN, TABS, TSHL3 |
Experience Ternuino Today
While we work toward the 2026 hardware release, you can explore ternary computing right now! Our comprehensive simulator demonstrates all the concepts and capabilities that will be built into the final FPGA-based system.
Available Resources:
- CPU Simulator - Full ternary CPU emulation with assembly language support
- Comprehensive Documentation - Beginner-friendly guides and technical references
- Example Programs - From basic logic to complex algorithms
- Academic Research - Part of ongoing bachelor's thesis in mathematics and patented applications (pending)
Get Started Now
Standing on Giants' Shoulders
Ternary computing isn't just theoretical - it has a rich history. The Soviet Setun computer (1958) and its successor Setun 70 (1970s) proved that ternary systems are not only practical but can offer significant advantages over binary systems. Today, here at Wechselbalg Studio, we are building on this legacy with our innovative Ternuino Alpha project, aiming to bring ternary computing into the modern era.
Historical Precedent
Soviet Setun computers demonstrated practical ternary computing decades ago, proving the viability of three-state logic systems. Today, we are building on this foundation with our Ternuino Alpha project.
Modern Applications
Today's research focuses on quantum systems, neural networks, and AI applications where ternary logic provides natural advantages. These fields benefit from the increased expressiveness and efficiency of ternary representations.
Future Potential
Our 2026 FPGA implementation will bridge historical concepts with cutting-edge hardware, opening new computational possibilities. With new concepts of multi-valued logic and advanced circuit design, we aim to push the boundaries of what's possible in computing.
Join the Ternary Revolution
Be Part of Computing History
The Ternuino Alpha represents more than just a new computer architecture - it's a paradigm shift that will influence the next generation of computing systems. Join us as we build the future.