Solar Panel Angle by Zip Code Calculator

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Solar Panel Angle by Zip Code Calculator

Find the optimal tilt and azimuth angles for your solar panels based on your location to maximize energy production.

Optimize Your Solar Panel Orientation

Enter your 5-digit US Zip Code.
Please enter a valid 5-digit US Zip Code.
South-facing North-facing East-facing West-facing Select the primary direction your panels will face.
Enter your roof pitch in degrees (0-90). Leave as 0 if not applicable or if you're using ground mounts.
Roof pitch must be between 0 and 90 degrees.

Your Optimal Solar Panel Settings

Optimal Tilt: –°
Azimuth Angle: –°
Seasonal Adjustment:
Location Latitude: –°
How it works: The optimal solar panel tilt angle is typically close to the location's latitude for year-round energy capture. Azimuth is adjusted for optimal sun exposure based on orientation. Seasonal adjustments fine-tune for summer/winter sun paths. If a roof pitch is provided, it's considered as a constraint or preference.
Month Optimal Tilt Angle (°)
(Seasonal)
Sun's Altitude (Avg, °) Sun's Azimuth (Avg, °)
Enter Zip Code and Calculate for data.
Seasonal Solar Path Data (Estimated)
Chart shows average sun altitude and azimuth angles by month for your location.

What is a Solar Panel Angle by Zip Code Calculator?

A solar panel angle by zip code calculator is an essential online tool designed to help homeowners and solar installers determine the most effective orientation for solar photovoltaic (PV) panels. By inputting a specific zip code, the calculator leverages geographical data to estimate the ideal tilt angle (how steep the panels are) and azimuth angle (the compass direction they face) for maximum solar energy generation throughout the year. This tool takes into account factors like latitude, which directly influences the sun's path across the sky, and is crucial for optimizing the performance and return on investment (ROI) of a solar power system.

Who should use it:

  • Homeowners considering solar installation: To understand potential energy yields and make informed decisions about panel placement and financing.
  • Solar installers and sales professionals: To quickly provide clients with accurate estimates and design recommendations.
  • Renewable energy enthusiasts: To learn more about solar energy principles and optimize existing systems.
  • Researchers and students: For educational purposes and data analysis related to solar energy.

Common misconceptions:

  • "South-facing is always best": While generally true in the Northern Hemisphere, east and west-facing panels can be beneficial for specific energy usage patterns (e.g., morning or afternoon peak demand). The calculator helps quantify this.
  • "One angle fits all": The optimal angle varies significantly with latitude. A single fixed angle is a compromise; seasonal adjustments or a dynamic tracking system can further improve output.
  • "Roof pitch is the only factor": Roof pitch is important, but the latitude dictates the sun's position. The calculator prioritizes latitude-based optimization, considering roof pitch as a practical constraint.

Solar Panel Angle by Zip Code Calculator Formula and Mathematical Explanation

The core of the solar panel angle by zip code calculator relies on astronomical calculations and geographical data. The primary goal is to position the solar panels perpendicular to the sun's rays for as much of the year as possible.

1. Determining Latitude:

The first step is to obtain the latitude from the provided zip code. This is typically done using a database that maps zip codes to geographical coordinates. Latitude is the angle, measured north or south of the Earth's equator, determining how high the sun appears in the sky.

2. Calculating Optimal Annual Tilt Angle:

For maximum year-round energy production, the general rule of thumb is to set the panel's tilt angle equal to the site's latitude. This angle ensures the panels are most directly facing the sun on average throughout the year.

Formula:

Optimal Annual Tilt Angle (degrees) = Latitude (degrees)

3. Determining Optimal Azimuth Angle:

Azimuth refers to the compass direction the panels face. In the Northern Hemisphere, due south is considered 180° (true south). In the Southern Hemisphere, true north (0°) is optimal. However, the calculator accounts for user input for orientations other than south (or north in the south hemisphere).

Standard Azimuth Values:

  • True South (Northern Hemisphere): 180°
  • True North (Southern Hemisphere): 0°
  • East: 90°
  • West: 270°

The calculator uses the user's selected orientation (e.g., "South-facing") and maps it to the corresponding standard azimuth. For true south, it's 180°. For east, it's 90°. For west, it's 270°. For north, it's 0° (in the Northern Hemisphere context, this is rarely optimal for solar production).

4. Seasonal Tilt Adjustments (Optional Refinement):

For even greater efficiency, tilt angles can be adjusted seasonally to better match the sun's changing altitude:

  • Winter: Tilt angle = Latitude + 15° (Sun is lower in the sky)
  • Summer: Tilt angle = Latitude – 15° (Sun is higher in the sky)
  • Spring/Autumn: Tilt angle = Latitude

The calculator may provide an average seasonal adjustment or specific angles if the user requests them. The "Seasonal Adjustment" result often reflects the difference between the optimal annual tilt and a common seasonal adjustment strategy.

5. Considering Roof Pitch:

If a roof pitch is provided, the calculator checks if it's within a reasonable range (0-90 degrees). The roof pitch can influence the final recommended tilt if the user intends to mount panels flush with the existing roof. In such cases, the roof pitch might be the primary determinant, or the calculator might suggest mounting solutions if the pitch is far from optimal. For this calculator's primary output, the latitude-based tilt is prioritized, but the roof pitch is noted as a practical consideration.

Variables Table:

Variable Meaning Unit Typical Range
Zip Code Postal identifier for location String 5-digit US number (e.g., 90210)
Latitude Angular distance north or south of the equator Degrees (°) -90° to +90°
Panel Orientation Compass direction the panel faces Categorical North, South, East, West
Roof Pitch Angle of the roof surface relative to horizontal Degrees (°) 0° to 90°
Optimal Annual Tilt Best fixed angle for year-round energy capture Degrees (°) 0° to 90° (Often close to Latitude)
Optimal Azimuth Best compass direction for panels Degrees (°) 0° (N), 90° (E), 180° (S), 270° (W)
Seasonal Tilt Adjustment Difference or value for seasonal optimization Degrees (°) or String e.g., +/- 15°, "Summer Optimized"
Sun's Altitude Angle of the sun above the horizon Degrees (°) 0° to 90°
Sun's Azimuth Compass bearing of the sun Degrees (°) 0° to 360°

Practical Examples (Real-World Use Cases)

Understanding the outputs of the solar panel angle by zip code calculator is key. Here are a couple of examples:

Example 1: A Homeowner in Sunny California

Inputs:

  • Zip Code: 90210 (Beverly Hills, CA)
  • Panel Orientation: South-facing
  • Roof Pitch: 0 (Assuming ground mount or flat roof)

Calculator Outputs:

  • Optimal Tilt: 34°
  • Optimal Azimuth: 180° (True South)
  • Seasonal Adjustment: Summer Optimized (~19°), Winter Optimized (~49°)
  • Location Latitude: 34°

Financial Interpretation: The calculator suggests a fixed tilt angle of 34°, which matches the latitude of Beverly Hills. This provides a good balance for year-round energy production. For maximizing summer production during high AC usage, a slightly shallower angle might be considered, and for winter, a steeper angle. A 180° azimuth confirms that facing panels directly south is ideal in this location. This information helps the homeowner estimate potential panel output and compare quotes from installers who adhere to these optimal angles.

Example 2: A Cabin in Colorado with East-Facing Roof

Inputs:

  • Zip Code: 80435 (Keystone, CO)
  • Panel Orientation: East-facing
  • Roof Pitch: 30°

Calculator Outputs:

  • Optimal Tilt: 39.5°
  • Optimal Azimuth: 90° (East)
  • Seasonal Adjustment: Summer Optimized (~24.5°), Winter Optimized (~54.5°)
  • Location Latitude: 39.5°

Financial Interpretation: The latitude for 80435 is approximately 39.5°. The calculator recommends an optimal tilt of 39.5° and an azimuth of 90° for east-facing panels. The provided roof pitch of 30° is reasonably close to the optimal annual tilt. The homeowner might decide to mount the panels flush with the roof (at 30° tilt) to save costs, accepting a slight reduction in energy yield compared to a 39.5° tilt. Alternatively, they could use racking systems to achieve the 39.5° tilt. The east orientation is suitable if the homeowner wants to capture more morning sun, potentially aligning with their energy consumption pattern. This helps in deciding whether to invest in adjustable mounts or accept the roof pitch.

How to Use This Solar Panel Angle by Zip Code Calculator

Using the solar panel angle by zip code calculator is straightforward and designed for ease of use. Follow these simple steps to get your optimized solar panel angle recommendations:

  1. Enter Your Zip Code: Locate the "Zip Code" input field. Type in your valid 5-digit US zip code and press Enter or click outside the field. The calculator will use this to determine your location's latitude.
  2. Select Panel Orientation: Choose how your solar panels will be oriented using the "Panel Orientation" dropdown menu. Common options are South, East, West, or North. For most locations in the Northern Hemisphere, South-facing panels capture the most sunlight.
  3. Input Roof Pitch (Optional): If you plan to mount panels directly onto your roof and know its pitch, enter the angle in degrees (0-90) in the "Roof Pitch" field. If you are using ground mounts or a flat roof, you can leave this at 0 or ignore it.
  4. Click Calculate: Once you've entered the required information, click the "Calculate" button.
  5. Review Your Results: The calculator will display:
    • Primary Result (Optimal Tilt): The recommended tilt angle in degrees for year-round maximum energy production.
    • Intermediate Values: The Optimal Azimuth angle, your Location Latitude, and any suggested Seasonal Tilt Adjustments.
    • Seasonal Data Table: A table showing estimated monthly average sun altitude and azimuth, along with recommended seasonal tilt angles.
    • Chart: A visual representation of the sun's path throughout the year for your location.
  6. Understand the Output: The "How it works" section provides a plain-language explanation of the calculations. The tilt angle should ideally match your latitude for year-round performance. Azimuth is your chosen compass direction. Seasonal adjustments can offer a slight boost if you're willing to adjust your panels twice a year (or if you have a system that does this automatically).
  7. Make Informed Decisions: Use these results to discuss panel placement with your solar installer, estimate potential energy generation, and understand how different orientations impact your solar investment. Consider if the optimal tilt is feasible with your roof structure or if ground mounting is a better option.
  8. Reset or Copy: Use the "Reset" button to clear all fields and start over. Use the "Copy Results" button to copy the key findings for your records or to share with an installer.

Key Factors That Affect Solar Panel Angle Results

While the solar panel angle by zip code calculator provides excellent baseline recommendations, several real-world factors can influence the ultimate performance and optimal angle choices:

  1. Latitude: This is the primary driver. Higher latitudes mean the sun is lower in the sky year-round, requiring steeper tilt angles. Lower latitudes have a higher sun path, benefiting from shallower tilts. The calculator directly uses latitude to set the baseline optimal tilt.
  2. Panel Orientation (Azimuth): Facing panels directly towards the equator (South in the Northern Hemisphere, North in the Southern Hemisphere) maximizes annual energy capture. However, East or West orientations might be preferred if they better match household energy consumption patterns (e.g., using more power in the morning or late afternoon). The calculator provides the optimal azimuth for the selected orientation.
  3. Seasonal Energy Needs: If your energy usage peaks significantly in summer (e.g., due to air conditioning) or winter (e.g., heating), you might adjust the tilt angle seasonally. A steeper angle captures more low-angled winter sun, while a shallower angle captures more high-angled summer sun. The calculator shows these seasonal adjustments.
  4. Roof Pitch and Structure: For roof-mounted systems, the existing roof pitch is a major constraint. While installers aim for optimal angles, they often mount panels flush with the roof to simplify installation and reduce costs. The calculator highlights the difference between the ideal angle and a given roof pitch. Significant differences might warrant ground mounting or adjustable racking.
  5. Shading: Obstructions like trees, chimneys, or nearby buildings can cast shadows on panels, drastically reducing output. The ideal angle must also consider minimizing shading throughout the day and year. While the calculator doesn't account for specific shading, installers must perform a shade analysis. A slightly suboptimal angle that avoids shading might be more productive than a theoretically perfect angle that is frequently shaded.
  6. Local Weather Patterns (Cloud Cover, Snow): Areas with frequent cloud cover might benefit from angles that shed snow or clouds more easily. While harder to quantify precisely in a simple calculator, it's a consideration for installers. For example, steeper angles can help snow slide off more readily in snowy regions.
  7. Mounting System Type: Fixed mounts are common and cost-effective. Adjustable mounts allow for seasonal tilt changes. Solar trackers actively follow the sun, providing the highest energy yield but at a significantly higher cost and complexity. The calculator's results are most applicable to fixed mounts or as a baseline for adjustable systems.

Frequently Asked Questions (FAQ)

Q: What is the best tilt angle for solar panels?
The best tilt angle for solar panels is generally considered to be equal to your location's latitude for optimal year-round energy production. However, this can be adjusted based on seasonal energy needs or roof constraints. Our calculator helps determine this ideal angle based on your zip code.
Q: Should I face my solar panels south?
In the Northern Hemisphere, facing solar panels directly south (azimuth of 180°) is typically optimal for capturing the most sunlight throughout the year. In the Southern Hemisphere, true north (azimuth of 0°) is preferred. Our calculator allows you to select your desired orientation and provides the corresponding optimal azimuth.
Q: How does zip code affect solar panel angle?
The zip code is used to determine the geographic coordinates, primarily the latitude, of your location. Latitude is the most critical factor in calculating the optimal tilt angle because it dictates the sun's average position in the sky throughout the year.
Q: Can I just use my roof pitch as the solar panel tilt?
You can, especially if you're mounting panels flush with the roof to save on installation costs. However, your roof pitch might not be the theoretically optimal angle for energy generation. Our calculator compares the optimal angle to your roof pitch, helping you weigh the trade-offs between cost and performance.
Q: What is azimuth angle?
Azimuth angle refers to the compass direction that a solar panel faces, measured clockwise from true north. 0° is North, 90° is East, 180° is South, and 270° is West. The optimal azimuth aims to maximize the time panels are directly facing the sun's path.
Q: Do I need to adjust my solar panel angle seasonally?
Adjusting your solar panel angle seasonally can increase energy production by 5-10%. For example, tilting panels steeper in winter and shallower in summer aligns them better with the sun's lower or higher path. This is often practical for ground-mounted systems but less common for residential roof mounts due to complexity and cost. Our calculator provides recommended seasonal adjustments.
Q: How accurate are these calculator results?
The results are based on standard astronomical calculations and geographical data derived from zip codes. They provide excellent estimates for optimal angles. However, actual performance can be affected by microclimate factors, precise shading, panel degradation, and specific installation details not captured by a simple calculator. Always consult with a professional solar installer for a site-specific assessment.
Q: What if my zip code isn't in the US?
This particular calculator is designed for US zip codes. Solar panel optimization principles (latitude, azimuth) are universal, but the input method (zip code lookup) and specific databases used are often region-specific. You would need a calculator tailored to your country's postal system or use latitude/longitude directly if available.

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// Placeholder data for zip code lookup (In a real application, this would be an API call or a more extensive data structure) // Data structure: { "zip": { "lat": latitude, "lon": longitude, "city": city, "state": state } } // Using simplified data for demonstration var zipData = { "90210": {"lat": 34.09, "lon": -118.41, "city": "Beverly Hills", "state": "CA"}, "10001": {"lat": 40.75, "lon": -73.99, "city": "New York", "state": "NY"}, "60601": {"lat": 41.88, "lon": -87.63, "city": "Chicago", "state": "IL"}, "80435": {"lat": 39.58, "lon": -105.99, "city": "Keystone", "state": "CO"}, "30303": {"lat": 33.75, "lon": -84.39, "city": "Atlanta", "state": "GA"}, "98101": {"lat": 47.61, "lon": -122.33, "city": "Seattle", "state": "WA"}, "77002": {"lat": 29.76, "lon": -95.37, "city": "Houston", "state": "TX"}, "20001": {"lat": 38.90, "lon": -77.03, "city": "Washington", "state": "DC"}, "48226": {"lat": 42.33, "lon": -83.05, "city": "Detroit", "state": "MI"}, "02108": {"lat": 42.36, "lon": -71.06, "city": "Boston", "state": "MA"}, "19102": {"lat": 39.95, "lon": -75.16, "city": "Philadelphia", "state": "PA"}, "32801": {"lat": 28.54, "lon": -81.38, "city": "Orlando", "state": "FL"}, "94102": {"lat": 37.77, "lon": -122.42, "city": "San Francisco", "state": "CA"}, "85001": {"lat": 33.45, "lon": -112.07, "city": "Phoenix", "state": "AZ"}, "97201": {"lat": 45.52, "lon": -122.68, "city": "Portland", "state": "OR"}, "53202": {"lat": 43.04, "lon": -87.90, "city": "Milwaukee", "state": "WI"}, "80202": {"lat": 39.74, "lon": -104.99, "city": "Denver", "state": "CO"}, "84101": {"lat": 40.76, "lon": -111.89, "city": "Salt Lake City", "state": "UT"}, "70112": {"lat": 29.95, "lon": -90.07, "city": "New Orleans", "state": "LA"}, "55401": {"lat": 44.98, "lon": -93.26, "city": "Minneapolis", "state": "MN"} }; var chartInstance = null; // To hold the Chart.js instance function validateZipCode() { var zipInput = document.getElementById('zipCode'); var errorDiv = document.getElementById('zipCodeError'); var zipValue = zipInput.value.trim(); var isValid = /^\d{5}$/.test(zipValue); if (zipValue === ") { errorDiv.style.display = 'none'; zipInput.style.borderColor = 'var(–border-color)'; return false; } if (!isValid) { errorDiv.style.display = 'block'; zipInput.style.borderColor = 'var(–error-color)'; return false; } else { errorDiv.style.display = 'none'; zipInput.style.borderColor = 'var(–border-color)'; return true; } } function validateRoofPitch() { var pitchInput = document.getElementById('roofPitch'); var errorDiv = document.getElementById('roofPitchError'); var pitchValue = parseFloat(pitchInput.value); var isValid = !isNaN(pitchValue) && pitchValue >= 0 && pitchValue <= 90; if (pitchInput.value.trim() === '') { // Allow empty for reset logic errorDiv.style.display = 'none'; pitchInput.style.borderColor = 'var(–border-color)'; return true; // Treat empty as valid for reset/initial state } if (isNaN(pitchValue)) { errorDiv.textContent = "Please enter a valid number."; errorDiv.style.display = 'block'; pitchInput.style.borderColor = 'var(–error-color)'; return false; } else if (pitchValue 90) { errorDiv.textContent = "Roof pitch must be between 0 and 90 degrees."; errorDiv.style.display = 'block'; pitchInput.style.borderColor = 'var(–error-color)'; return false; } else { errorDiv.style.display = 'none'; pitchInput.style.borderColor = 'var(–border-color)'; return true; } } function updateResults() { if (!validateZipCode() || !validateRoofPitch()) { // Do not update if inputs are invalid return; } calculateOptimalAngle(); } function calculateOptimalAngle() { var zipCode = document.getElementById('zipCode').value.trim(); var orientation = document.getElementById('panelOrientation').value; var roofPitch = parseFloat(document.getElementById('roofPitch').value); var zipDataEntry = zipData[zipCode]; if (!zipDataEntry || !validateZipCode()) { document.getElementById('optimalTilt').textContent = '–°'; document.getElementById('optimalAzimuth').querySelector('span').textContent = '–°'; document.getElementById('seasonalAdjustment').querySelector('span').textContent = '–'; document.getElementById('locationLatitude').querySelector('span').textContent = '–°'; clearTableAndChart(); return; } var latitude = zipDataEntry.lat; var longitude = zipDataEntry.lon; // Not directly used for angle calc but good to have // Calculate Optimal Annual Tilt Angle var optimalTilt = latitude; // Calculate Optimal Azimuth Angle var optimalAzimuth; if (orientation === 'south') { optimalAzimuth = 180; // True South } else if (orientation === 'east') { optimalAzimuth = 90; // East } else if (orientation === 'west') { optimalAzimuth = 270; // West } else { // North optimalAzimuth = 0; // North } // Calculate Seasonal Tilt Adjustments (simplified) var seasonalTiltSummer = latitude – 15; var seasonalTiltWinter = latitude + 15; var seasonalAdjustmentText = 'Year-round: ' + optimalTilt.toFixed(1) + '°, Summer: ' + Math.max(0, seasonalTiltSummer).toFixed(1) + '°, Winter: ' + seasonalTiltWinter.toFixed(1) + '°'; // Handle roof pitch constraint visualization (not changing primary result, but noted) var roofPitchDisplay = (roofPitch > 0) ? ` (Roof Pitch: ${roofPitch.toFixed(1)}°) ` : "; // Update Results Display document.getElementById('optimalTilt').textContent = optimalTilt.toFixed(1) + '°'; document.getElementById('optimalAzimuth').querySelector('span').textContent = optimalAzimuth + '°'; document.getElementById('seasonalAdjustment').querySelector('span').textContent = seasonalAdjustmentText; document.getElementById('locationLatitude').querySelector('span').textContent = latitude.toFixed(1) + '°'; // Update Table and Chart updateSeasonalData(latitude, optimalAzimuth, optimalTilt, seasonalTiltSummer, seasonalTiltWinter); } function updateSeasonalData(latitude, azimuth, baseTilt, summerTilt, winterTilt) { var tableBody = document.getElementById('seasonalDataTableBody'); tableBody.innerHTML = "; // Clear previous data var months = ["Jan", "Feb", "Mar", "Apr", "May", "Jun", "Jul", "Aug", "Sep", "Oct", "Nov", "Dec"]; var sunAltitudeData = []; var sunAzimuthData = []; // Simplified calculation for average sun altitude and azimuth by month // These are approximations. Real calculations involve complex astronomical formulas. for (var i = 0; i = 12 || monthIndex = 6 && monthIndex <= 8) { // Summer months (Jun, Jul, Aug) seasonalTilt = summerTilt; } var row = tableBody.insertRow(); row.insertCell(0).textContent = months[i]; row.insertCell(1).textContent = Math.max(0, seasonalTilt.toFixed(1)) + '°'; row.insertCell(2).textContent = avgAltitude.toFixed(1) + '°'; row.insertCell(3).textContent = avgAzimuth.toFixed(1) + '°'; } updateChart(months, sunAltitudeData, sunAzimuthData); } function updateChart(labels, altitudeData, azimuthData) { var ctx = document.getElementById('solarAngleChart').getContext('2d'); // Destroy previous chart instance if it exists if (chartInstance) { chartInstance.destroy(); } chartInstance = new Chart(ctx, { type: 'line', data: { labels: labels, datasets: [{ label: 'Avg. Sun Altitude (°)', data: altitudeData, borderColor: 'rgba(255, 159, 64, 1)', // Orange backgroundColor: 'rgba(255, 159, 64, 0.2)', fill: false, tension: 0.1 }, { label: 'Avg. Sun Azimuth (°)', data: azimuthData, borderColor: 'rgba(75, 192, 192, 1)', // Green/Teal backgroundColor: 'rgba(75, 192, 192, 0.2)', fill: false, tension: 0.1 }] }, options: { responsive: true, maintainAspectRatio: false, // Allow chart to control aspect ratio more freely scales: { y: { beginAtZero: true, title: { display: true, text: 'Angle (°)' } }, x: { title: { display: true, text: 'Month' } } }, plugins: { tooltip: { mode: 'index', intersect: false, }, legend: { position: 'top', } } } }); } function clearTableAndChart() { var tableBody = document.getElementById('seasonalDataTableBody'); tableBody.innerHTML = 'Enter Zip Code and Calculate for data.'; if (chartInstance) { chartInstance.destroy(); chartInstance = null; } // Clear results display document.getElementById('optimalTilt').textContent = '–°'; document.getElementById('optimalAzimuth').querySelector('span').textContent = '–°'; document.getElementById('seasonalAdjustment').querySelector('span').textContent = '–'; document.getElementById('locationLatitude').querySelector('span').textContent = '–°'; } function resetCalculator() { document.getElementById('zipCode').value = "; document.getElementById('panelOrientation').value = 'south'; document.getElementById('roofPitch').value = '0'; document.getElementById('zipCodeError').style.display = 'none'; document.getElementById('roofPitchError').style.display = 'none'; document.getElementById('zipCode').style.borderColor = 'var(–border-color)'; document.getElementById('roofPitch').style.borderColor = 'var(–border-color)'; clearTableAndChart(); // Optionally set default results display document.getElementById('optimalTilt').textContent = '–°'; document.getElementById('optimalAzimuth').querySelector('span').textContent = '–°'; document.getElementById('seasonalAdjustment').querySelector('span').textContent = '–'; document.getElementById('locationLatitude').querySelector('span').textContent = '–°'; } function copyResults() { var zipCode = document.getElementById('zipCode').value.trim(); var orientation = document.getElementById('panelOrientation').value; var roofPitch = document.getElementById('roofPitch').value; var optimalTilt = document.getElementById('optimalTilt').textContent; var optimalAzimuth = document.getElementById('optimalAzimuth').querySelector('span').textContent; var seasonalAdjustment = document.getElementById('seasonalAdjustment').querySelector('span').textContent; var locationLatitude = document.getElementById('locationLatitude').querySelector('span').textContent; var assumptions = []; if(zipCode) assumptions.push(`Zip Code: ${zipCode}`); assumptions.push(`Panel Orientation: ${orientation.charAt(0).toUpperCase() + orientation.slice(1)}`); if(roofPitch && parseFloat(roofPitch) > 0) assumptions.push(`Roof Pitch: ${roofPitch}°`); var resultText = `— Solar Panel Angle Results —\n\n`; resultText += `Primary Result:\nOptimal Tilt: ${optimalTilt}\n\n`; resultText += `Key Details:\n`; resultText += `Optimal Azimuth: ${optimalAzimuth}\n`; resultText += `Location Latitude: ${locationLatitude}\n`; resultText += `Seasonal Adjustments: ${seasonalAdjustment}\n\n`; resultText += `Assumptions:\n${assumptions.join('\n')}`; // Use navigator.clipboard for modern browsers if (navigator.clipboard) { navigator.clipboard.writeText(resultText).then(function() { alert('Results copied to clipboard!'); }, function(err) { console.error('Could not copy text: ', err); fallbackCopyTextToClipboard(resultText); }); } else { fallbackCopyTextToClipboard(resultText); } } function fallbackCopyTextToClipboard(text) { var textArea = document.createElement("textarea"); textArea.value = text; textArea.style.position = "fixed"; textArea.style.left = "-9999px"; textArea.style.top = "-9999px"; document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'successful' : 'unsuccessful'; alert('Results copied to clipboard! (' + msg + ')'); } catch (err) { console.error('Oops, unable to copy', err); alert('Failed to copy results.'); } document.body.removeChild(textArea); } // Add event listener for Enter key on zip code input document.getElementById('zipCode').addEventListener('keypress', function(event) { if (event.key === 'Enter') { event.preventDefault(); // Prevent form submission if it were in a form if (validateZipCode()) { calculateOptimalAngle(); } } }); // Add event listener for Enter key on roof pitch input document.getElementById('roofPitch').addEventListener('keypress', function(event) { if (event.key === 'Enter') { event.preventDefault(); if (validateRoofPitch()) { calculateOptimalAngle(); } } }); // FAQ functionality var faqItems = document.querySelectorAll('.faq-item'); faqItems.forEach(function(item) { var question = item.querySelector('.faq-question'); question.addEventListener('click', function() { item.classList.toggle('active'); }); }); // Initial setup for chart.js – ensure it's loaded if needed externally, or use native canvas // For this example, we assume Chart.js is available globally or included via CDN. // If not, a pure SVG or native canvas drawing would be needed. // For demonstration, let's simulate Chart.js availability. // In a real scenario, you'd include Chart.js via // For this standalone HTML, we'll assume it's available. // If Chart.js is NOT available, the chart part will fail. // Check if Chart is available, if not, hide canvas section or use fallback if (typeof Chart === 'undefined') { console.warn("Chart.js not found. Chart functionality will be disabled."); document.getElementById('solarAngleChart').style.display = 'none'; document.querySelector('.chart-caption').style.display = 'none'; } // Initialize calculator state document.addEventListener('DOMContentLoaded', function() { resetCalculator(); // Set default values and clear results });

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