mirror of
https://github.com/SamyRai/turash.git
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Repository Structure:
- Move files from cluttered root directory into organized structure
- Create archive/ for archived data and scraper results
- Create bugulma/ for the complete application (frontend + backend)
- Create data/ for sample datasets and reference materials
- Create docs/ for comprehensive documentation structure
- Create scripts/ for utility scripts and API tools
Backend Implementation:
- Implement 3 missing backend endpoints identified in gap analysis:
* GET /api/v1/organizations/{id}/matching/direct - Direct symbiosis matches
* GET /api/v1/users/me/organizations - User organizations
* POST /api/v1/proposals/{id}/status - Update proposal status
- Add complete proposal domain model, repository, and service layers
- Create database migration for proposals table
- Fix CLI server command registration issue
API Documentation:
- Add comprehensive proposals.md API documentation
- Update README.md with Users and Proposals API sections
- Document all request/response formats, error codes, and business rules
Code Quality:
- Follow existing Go backend architecture patterns
- Add proper error handling and validation
- Match frontend expected response schemas
- Maintain clean separation of concerns (handler -> service -> repository)
190 lines
4.7 KiB
Markdown
190 lines
4.7 KiB
Markdown
## 18. Economic & Physical Models
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### Transport Cost Functions
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**Accuracy Targets**: ±15% cost estimation accuracy, validated against 100+ real projects
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**Heat Transport Model**:
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```
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C_total = C_fixed + C_variable + C_operational
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Where:
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C_fixed = €500/m (excavation, pre-insulated pipes, installation)
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C_variable = €45/m × L (pipe cost per meter)
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C_operational = €0.02/kWh × Q × η_loss (annual pumping + heat loss)
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Example: 300m heat pipe, 100 kW capacity
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Total Cost: €18,500 (€61/m average)
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Annual OPEX: €1,200 (pump electricity + maintenance)
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Payback: 2.1 years vs €25k annual heating cost savings
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```
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**Water/Fluids Transport Model**:
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```
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C = €2.5/m³ × Q × L × ρ × g × h / η_pump
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Where:
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Q = flow rate (m³/h)
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L = distance (km)
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ρ = fluid density (kg/m³)
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η_pump = pump efficiency (85%)
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g × h = pressure head (m)
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Example: 10 m³/h wastewater, 2km distance
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Annual Cost: €8,400 (€0.07/m³ transported)
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```
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**Solids Transport Model**:
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```
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C = €0.15/tonne-km × M × L
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Where:
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M = mass (tonnes)
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L = distance (km)
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Example: 50 tonnes/month organic waste, 25km
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Annual Cost: €2,250 (€0.09/kg transported)
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```
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**Gas Transport Model**:
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```
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C = €0.08/m³ × Q × L × P / P_atm × compression_factor
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Where:
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Q = flow rate (m³/h)
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P = pressure (bar)
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compression_factor = 0.3 kWh/m³ per bar
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Example: 500 m³/h biogas, 5km, 2 bar pressure
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Annual Cost: €15,000 (compression + pipe maintenance)
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```
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### Efficiency & Technical Models
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**Heat Exchange Efficiency**:
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```
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η_HX = (T_hot_in - T_cold_out) / (T_hot_in - T_cold_in)
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Typical Values:
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- Plate HX: 85-95% efficiency
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- Shell & Tube: 70-85% efficiency
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- Direct contact: 90-98% efficiency
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Seasonal Factors:
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- Winter: 95% utilization (heating demand)
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- Summer: 20% utilization (limited cooling demand)
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- Annual average: 60% capacity factor
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```
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**Resource Quality Degradation**:
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```
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Quality_penalty = 1 - (measured_quality / required_quality)
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Economic Impact:
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- 10% quality degradation = 25% price reduction
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- 20% quality degradation = 50% price reduction
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- 30% quality degradation = market rejection
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```
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**Temporal Matching Efficiency**:
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```
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Temporal_overlap = min(end1, end2) - max(start1, start2)
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Efficiency_factor = temporal_overlap / max_duration
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Economic weighting:
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- Same shift: 100% efficiency
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- Adjacent shifts: 80% efficiency
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- Opposite shifts: 30% efficiency
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```
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### Economic Evaluation Framework
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#### Net Present Value (NPV) Model
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```
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NPV = Σ(CF_t / (1 + r)^t) - C_0
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Where:
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CF_t = annual cash flow (savings - costs)
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r = discount rate (8% for industrial projects)
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C_0 = initial investment
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t = year (1-10 year horizon)
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Example: €50k heat recovery investment
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Year 1 savings: €25k, NPV = €17k (34% IRR)
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Payback period: 2.0 years
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```
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#### Levelized Cost of Resource (LCOR)
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```
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LCOR = Σ(C_t + O_t + M_t) / Σ(Q_t) / (1 + r)^t
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Where:
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C_t = capital cost allocation
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O_t = operational costs
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M_t = maintenance costs
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Q_t = resource quantity delivered
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r = discount rate
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Target: LCOR < 80% of market price for viable projects
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```
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#### Risk-Adjusted ROI
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```
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ROI_adjusted = ROI_base × (1 - risk_factor)
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Risk Factors:
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- Technical risk: ±20% (equipment reliability)
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- Market risk: ±15% (price volatility)
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- Regulatory risk: ±10% (permit delays)
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- Counterparty risk: ±25% (partner reliability)
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Example: Base ROI 50%, adjusted ROI = 27.5%
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```
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### Calibration & Validation
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**Data Sources for Model Calibration**:
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- **Utility tariffs**: €0.12/kWh electricity, €0.08/kWh gas, €3/m³ water
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- **Equipment costs**: HX €120/kW, pipes €45/m, pumps €50/kW
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- **Maintenance costs**: 2-5% of capital cost annually
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- **Efficiency factors**: Validated against 50+ installed systems
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**Model Validation Metrics**:
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- **Accuracy**: ±15% cost estimation vs actual projects
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- **Coverage**: 85% of potential matches economically viable
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- **False Positives**: <10% matches fail due technical constraints
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- **False Negatives**: <5% viable matches incorrectly rejected
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### Implementation Architecture
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**Model Storage**:
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```sql
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-- Economic model parameters
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CREATE TABLE economic_models (
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resource_type VARCHAR(50) PRIMARY KEY,
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transport_coefficients JSONB,
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efficiency_factors JSONB,
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seasonal_multipliers JSONB,
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calibration_date DATE,
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validation_accuracy DECIMAL(3,2)
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);
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```
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**Real-time Calculation Service**:
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```go
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type EconomicCalculator interface {
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CalculateTransportCost(source, target Location, resource Resource) (float64, error)
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CalculateNPV(investment, annualSavings, lifetime float64) (float64, error)
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ValidateMatchEconomic(match Match) (bool, error)
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}
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```
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**Caching Strategy**:
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- **Distance calculations**: Cached for 24 hours (changes infrequently)
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- **Cost coefficients**: Cached in Redis (updated monthly)
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- **Complex calculations**: Cached for 1 hour (tradeoff accuracy vs performance)
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---
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