Solar Panel Tilt Angle Calculator: Best Angle & Direction For Your Location (2026)
The optimal solar panel tilt angle equals your latitude, facing true south (Northern Hemisphere) or true north (Southern Hemisphere). At 40° latitude (New York), set panels to 40° tilt. In summer: latitude − 15° (25°). In winter: latitude + 15° (55°). Direction matters more than tilt: south-facing panels produce 100 % of maximum output, while east or west produce only 75 %, and north-facing drops to 40 %. Use the calculator below to find the optimal angle for your exact location.
I built a 6 kW array on my own house in Slovenia at 46° latitude. My roof pitch is about 35° facing south-southwest — roughly 11° less than optimal and about 15° off true south. By the math in this article, I lose approximately 4 % from the tilt mismatch and 2 % from the azimuth offset — about 6 % total. At my system's 9,000 kWh/year production, that is roughly 540 kWh lost, or about €100/year. Not enough to justify a ground mount or tilt brackets — and that is the real-world lesson of this article: small deviations from optimal barely matter.
Solar Panel Tilt Angle Calculator
Enter your latitude (or pick a city) and your panel direction. The calculator returns your optimal tilt angles for annual, summer, and winter, plus your expected output relative to maximum.
How Tilt Angle Works
The tilt angle of a solar panel is measured from horizontal: 0° is flat on the ground, 90° is vertical. The sun's position in the sky changes throughout the year — high in summer, low in winter — and the optimal tilt angle is the one that keeps the panel as perpendicular to the sun's rays as possible across the year.
The tilt angle is measured from horizontal (0° = flat on the ground, 90° = vertical). The optimal tilt equals your latitude: at 40° latitude (New York), set panels to 40° tilt. In summer, reduce by 15° (25°). In winter, increase by 15° (55°). South-facing panels at the correct tilt capture the most annual sunlight.
The three formulas that every tilt angle calculator uses:
| Season | Formula | At 40° latitude |
|---|---|---|
| Annual fixed | Tilt = latitude | 40° |
| Summer (May–Aug) | Tilt = latitude − 15° | 25° |
| Winter (Nov–Feb) | Tilt = latitude + 15° | 55° |
These formulas approximate the sun's seasonal declination (±23.45° over the year). The annual fixed angle is a compromise that maximizes total yearly energy. Seasonal adjustment (changing twice a year) captures 5–10 % more energy by tracking the sun's height more closely.
For most residential roof-mounted systems, the roof pitch IS the tilt angle and cannot be changed. This is fine — being 10–15° off optimal costs only 3–5 % of output, which is a smaller loss than one dirty panel or a slightly undersized inverter.
What Direction Should Solar Panels Face?
In the Northern Hemisphere: face true south (180° azimuth). In the Southern Hemisphere: face true north (0° azimuth). This maximizes the total sunlight hitting the panel throughout the day because south-facing surfaces receive the most direct beam irradiance during the peak production hours of 10 AM to 2 PM.
True south vs magnetic south: a compass points to magnetic north/south, which differs from true north/south by the magnetic declination at your location. In the eastern U.S., magnetic declination is −10° to −15° (compass points west of true north). In the western U.S., it is +10° to +15° (compass points east of true north). Use the NOAA Magnetic Declination Calculator to find your local correction.
The chart below shows how much output you lose at each compass direction compared to true south. Direction matters more than tilt for overall energy production — a south-facing panel at a non-optimal tilt still outperforms an east-facing panel at the perfect tilt.
South-facing panels produce 100% of maximum output in the Northern Hemisphere. Southeast and southwest lose about 15%. East and west lose 25%. North-facing panels produce only 40% — less than half of south-facing.
What If Your Roof Doesn't Face South?
Not every roof has a south-facing section. Here is what each orientation gives you, and whether it is worth installing:
| Direction | Output vs. south | Worth it? | Notes |
|---|---|---|---|
| South (180°) | 100 % | Ideal | Maximum annual production |
| SSE / SSW (150–210°) | 96–100 % | Excellent | Barely distinguishable from true south |
| SE / SW (120–150° / 210–240°) | 82–90 % | Very good | SE favors morning production; SW favors afternoon (useful with TOU rates in California) |
| East (90°) | 72–78 % | Acceptable | Good morning production, drops off after noon |
| West (270°) | 72–78 % | Acceptable | Weak morning, strong afternoon — best for TOU rate arbitrage |
| East-west split | 80–85 % combined | Good | Use both sides of a peaked roof for wider production window |
| NE / NW (45° / 315°) | 50–58 % | Marginal | Only worth it if electricity rates are very high ($0.25+/kWh) |
| North (0°) | 35–45 % | Not recommended | Payback exceeds 20 years in most markets |
Southwest-facing panels deserve a special mention for California NEM 3.0 and other TOU (time-of-use) rate structures. Under TOU, electricity is most expensive from 4–9 PM when the grid is stressed. Southwest-facing panels produce more during these afternoon hours than south-facing panels, even though they produce less total annual kWh. In TOU markets, SW can earn more dollars than S despite fewer kWh.
How Much Output Do You Lose At The Wrong Angle?
Tilt angle is much more forgiving than direction. The cosine relationship between tilt error and output loss means small deviations barely matter:
| Degrees off optimal tilt | Approximate annual output loss |
|---|---|
| 0° (perfect) | 0 % |
| 5° | ~1 % |
| 10° | ~3 % |
| 15° | ~5 % |
| 20° | ~7 % |
| 30° | ~10 % |
| 45° | ~18 % |
| Flat (0° tilt at 40° latitude) | ~12 % (plus dirt/water accumulation) |
| Vertical (90° tilt) | ~25–35 % (but self-cleaning from rain) |
The practical takeaway: if your roof pitch is within 15° of your latitude, don't worry about tilt. The 3–5 % loss is not worth the cost of tilt brackets ($200–$500 per panel) or the aesthetic impact of raising panels off the roof surface.
Flat roofs (0° tilt) are the exception. A flat commercial roof should always have tilt racks — the 10–12 % output gain plus the self-cleaning benefit of tilted panels easily justifies the $100–$200 per panel cost of ballasted or attached tilt racks.
Solar Panel Angle By U.S. State
A comprehensive reference table for fixed annual tilt angle by state. These are the latitude of the state's population center and the corresponding annual, summer, and winter optimal tilts.
| State | Latitude | Annual tilt | Summer tilt | Winter tilt |
|---|---|---|---|---|
| Alabama | 33° | 33° | 18° | 48° |
| Alaska | 61° | 61° | 46° | 76° |
| Arizona | 34° | 34° | 19° | 49° |
| Arkansas | 35° | 35° | 20° | 50° |
| California | 37° | 37° | 22° | 52° |
| Colorado | 39° | 39° | 24° | 54° |
| Connecticut | 42° | 42° | 27° | 57° |
| Florida | 28° | 28° | 13° | 43° |
| Georgia | 33° | 33° | 18° | 48° |
| Hawaii | 20° | 20° | 5° | 35° |
| Idaho | 44° | 44° | 29° | 59° |
| Illinois | 40° | 40° | 25° | 55° |
| Indiana | 40° | 40° | 25° | 55° |
| Iowa | 42° | 42° | 27° | 57° |
| Kansas | 39° | 39° | 24° | 54° |
| Kentucky | 38° | 38° | 23° | 53° |
| Louisiana | 31° | 31° | 16° | 46° |
| Maine | 45° | 45° | 30° | 60° |
| Maryland | 39° | 39° | 24° | 54° |
| Massachusetts | 42° | 42° | 27° | 57° |
| Michigan | 43° | 43° | 28° | 58° |
| Minnesota | 45° | 45° | 30° | 60° |
| Mississippi | 33° | 33° | 18° | 48° |
| Missouri | 39° | 39° | 24° | 54° |
| Montana | 47° | 47° | 32° | 62° |
| Nebraska | 41° | 41° | 26° | 56° |
| Nevada | 39° | 39° | 24° | 54° |
| New Hampshire | 43° | 43° | 28° | 58° |
| New Jersey | 40° | 40° | 25° | 55° |
| New Mexico | 35° | 35° | 20° | 50° |
| New York | 41° | 41° | 26° | 56° |
| North Carolina | 36° | 36° | 21° | 51° |
| North Dakota | 47° | 47° | 32° | 62° |
| Ohio | 40° | 40° | 25° | 55° |
| Oklahoma | 36° | 36° | 21° | 51° |
| Oregon | 44° | 44° | 29° | 59° |
| Pennsylvania | 41° | 41° | 26° | 56° |
| Rhode Island | 42° | 42° | 27° | 57° |
| South Carolina | 34° | 34° | 19° | 49° |
| South Dakota | 44° | 44° | 29° | 59° |
| Tennessee | 36° | 36° | 21° | 51° |
| Texas | 31° | 31° | 16° | 46° |
| Utah | 39° | 39° | 24° | 54° |
| Vermont | 44° | 44° | 29° | 59° |
| Virginia | 38° | 38° | 23° | 53° |
| Washington | 47° | 47° | 32° | 62° |
| West Virginia | 39° | 39° | 24° | 54° |
| Wisconsin | 44° | 44° | 29° | 59° |
| Wyoming | 43° | 43° | 28° | 58° |
Adjustable vs Fixed Mounts
| Mount type | Annual output gain vs fixed | Cost | Best for |
|---|---|---|---|
| Fixed (roof pitch) | Baseline (0 %) | $0 extra | Residential rooftops — set by roof angle |
| Seasonal adjustment (2×/year) | +5–10 % | $50–$200 per panel (adj. brackets) | Ground mounts, pole mounts |
| Single-axis tracker | +25–35 % | $2,000–$5,000 per kW | Commercial ground mount, solar farms |
| Dual-axis tracker | +35–45 % | $4,000–$8,000 per kW | Research, high-value specialty |
For residential rooftop panels, fixed angle is almost always the right choice. The roof pitch sets the tilt, the roof direction sets the azimuth, and the output is within 3–10 % of theoretical maximum for any reasonable roof geometry. The cost and complexity of adjustable or tracking systems is not justified at residential scale.
Bottom Line
The optimal solar panel tilt angle is your latitude, facing true south. Being 10–15° off on tilt costs 3–5 % — barely noticeable. Being 90° off on direction (facing east or west instead of south) costs 20–25 % — significant but still viable.
For most homeowners, the roof you have is the roof you use. Check your roof pitch and direction, plug them into the calculator above, and see where you land. If you are above 75 % of maximum output — which covers every roof that is not north-facing — solar is worth installing without any modification to the mounting.
Keep Reading
- How To Calculate Solar Panel Output (Watts → kWh)
- Average Peak Sun Hours By State
- Rooftop Solar Calculator — How Many Panels Fit
- Are Solar Panels Worth It? — ROI Calculator
- Do Solar Panels Work On Cloudy Days?
- How To Clean Solar Panels — Steeper Tilt = More Self-Cleaning
- STC vs NOCT — Test Conditions Assume Optimal Angle
- Solar Panel Calculator — Full Energy Estimate
Frequently Asked Questions
What is the best angle for solar panels?
What direction should solar panels face?
What if my roof doesn't face south?
How much output do I lose at the wrong angle?
Should I adjust my solar panel angle seasonally?
How do I find true south?
What is the best angle for solar panels in winter?
Does roof pitch matter for solar panels?
What is the best angle for solar panels at 30° latitude?
Sources
- NREL PVWatts v8 — Tilt and Azimuth Sensitivity Analysis
- PVEducation — Solar Panel Tilt Angle
- Jacobson, M.Z. & Jadhav, V. (2018) — World estimates of PV optimal tilt angles and ratios. Solar Energy 169, 55–66
- NOAA — Magnetic Declination Calculator (for finding true south)
- NREL — National Solar Radiation Database (NSRDB)