Sunniest States

Last updated March 2, 2026
Measuring America's Solar Potential
Sunshine dictates much more than just the daily forecast. The amount of solar radiation a region receives heavily influences local agriculture, seasonal affective disorder (SAD) rates, and regional real estate markets. Furthermore, as the world rapidly transitions toward renewable energy, mapping the nation's sunniest regions has become critical for utility infrastructure and residential solar investments.
However, measuring "sunshine" is not as simple as tracking heat. To accurately evaluate the brightest regions in the country, we analyzed the newest datasets from the National Oceanic and Atmospheric Administration (NOAA) alongside national climate indexes. By tracking average annual solar radiation (measured in kilojoules per square meter), total clear sunny days, and average temperatures, a highly complex map of America's climate emerges.
All Metrics
| Region ↕ | Average Annual Sunlight 2019↕ | # of Sunny Days↕ | Average Temperature 2024↕ |
|---|---|---|---|
| Arizona | 5,755 kJ/m² | ||
| New Mexico | 5,642 kJ/m² | ||
| Nevada | 5,296 kJ/m² | ||
| Texas | 5,137 kJ/m² | ||
| California | 5,050 kJ/m² | ||
| Colorado | 4,960 kJ/m² | ||
| Oklahoma | 4,912 kJ/m² | ||
| Kansas | 4,890 kJ/m² | ||
| Utah | 4,887 kJ/m² | ||
| Florida | 4,859 kJ/m² | ||
| Louisiana | 4,725 kJ/m² | ||
| Arkansas | 4,725 kJ/m² | ||
| Mississippi | 4,693 kJ/m² | ||
| Nebraska | 4,685 kJ/m² | ||
| Georgia | 4,661 kJ/m² | ||
| Alabama | 4,660 kJ/m² | ||
| South Carolina | 4,624 kJ/m² | ||
| Missouri | 4,545 kJ/m² | ||
| Tennessee | 4,486 kJ/m² | ||
| Wyoming | 4,471 kJ/m² | ||
| North Carolina | 4,466 kJ/m² | ||
| Kentucky | 4,383 kJ/m² | ||
| Illinois | 4,380 kJ/m² | ||
| Virginia | 4,354 kJ/m² | ||
| South Dakota | 4,332 kJ/m² | ||
| Iowa | 4,331 kJ/m² | ||
| Indiana | 4,318 kJ/m² | ||
| Maryland | 4,267 kJ/m² | ||
| Idaho | 4,251 kJ/m² | ||
| Delaware | 4,232 kJ/m² | ||
| West Virginia | 4,146 kJ/m² | ||
| Ohio | 4,139 kJ/m² | ||
| New Jersey | 4,056 kJ/m² | ||
| Wisconsin | 4,023 kJ/m² | ||
| Michigan | 4,018 kJ/m² | ||
| Rhode Island | 3,989 kJ/m² | ||
| Connecticut | 3,988 kJ/m² | ||
| Minnesota | 3,968 kJ/m² | ||
| Massachusetts | 3,944 kJ/m² | ||
| Pennsylvania | 3,939 kJ/m² | ||
| North Dakota | 3,925 kJ/m² | ||
| New York | 3,904 kJ/m² | ||
| New Hampshire | 3,891 kJ/m² | ||
| Montana | 3,847 kJ/m² | ||
| Oregon | 3,830 kJ/m² | ||
| Vermont | 3,826 kJ/m² | ||
| Maine | 3,815 kJ/m² | ||
| Washington | 3,467 kJ/m² |
The Desert Southwest Dominates
When measuring total solar radiation, the American Southwest stands in a tier of its own. Dominated by arid desert climates and high-pressure atmospheric systems that suppress cloud formation, this region serves as the undeniable solar capital of the United States.
| National Rank | State | Average Annual Sunlight (kJ/m²) | Clear Sunny Days |
|---|---|---|---|
| 1 | Arizona | 5,755 | 193 |
| 2 | New Mexico | 5,642 | 167 |
| 3 | Nevada | 5,296 | 158 |
| 4 | Texas | 5,137 | 135 |
| 5 | California | 5,050 | 146 |
| 6 | Colorado | 4,960 | 136 |
| 7 | Oklahoma | 4,912 | 139 |
| 8 | Kansas | 4,890 | 128 |
| 9 | Utah | 4,887 | 125 |
| 10 | Florida | 4,859 | 101 |
Arizona is the sunniest state in the country by a massive margin, leading the nation with an average of 5,755 kJ/m² of annual sunlight and an unmatched 193 completely clear days per year. New Mexico (5,642 kJ/m²) and Nevada (5,296 kJ/m²) follow closely behind.
Because solar panels require direct, unobstructed radiation to generate optimal wattage, these states represent the most lucrative geography in North America for large-scale solar farms and residential energy grids.
Conversely, the Pacific Northwest and northern New England anchor the bottom of the dataset. Washington receives the least sunlight in the contiguous United States (3,467 kJ/m²), averaging just 58 entirely clear days annually. Vermont matches Washington with only 58 clear days, shadowed closely by West Virginia with 60.
The "Sunshine State" Myth
A common meteorological misconception is that high temperatures automatically equate to high sunshine. By comparing a state's average annual temperature against its total number of completely clear days, we can visually prove that heat and sunshine are two entirely different metrics.
The scatter plot above compares a state's Average Annual Temperature (X-Axis) against its Total Number of Sunny Days (Y-Axis).
This chart immediately highlights the paradox of Florida. Despite holding the official nickname of "The Sunshine State," Florida is actually defined by intense humidity and afternoon cloud cover. While it ranks as the absolute hottest state in the nation (averaging 73.0°F), it only records 101 entirely clear sunny days per year. This places Florida in a tie with states like Maine and Louisiana for completely clear weather.
The High-Altitude "Cold Sun"
The scatter plot also reveals the exact opposite phenomenon: states that receive massive amounts of sunshine but remain remarkably cold.
States positioned along the Rocky Mountains—such as Colorado, Utah, and Wyoming—occupy the top-left quadrant of the chart. Colorado, for example, is one of the colder states in the country, averaging just 47.6°F annually. Yet, it ranks 6th in the nation for solar radiation (4,960 kJ/m²) and logs an impressive 136 completely clear days.
This "Cold Sun" effect is a byproduct of high-altitude geography. The thin atmosphere at high elevations provides less resistance to ultraviolet rays, allowing massive amounts of solar radiation to reach the surface. However, that same thin, dry air is highly inefficient at trapping heat, resulting in cold ambient temperatures despite the blindingly bright skies.
Interestingly, this makes the Mountain West an exceptional environment for renewable energy. Because standard photovoltaic solar panels can overheat and lose efficiency in extreme desert heat (like in Arizona), the cold, bright environments of states like Colorado and Utah offer near-perfect conditions for optimal solar generation.
Sources & Notes
The Annual Sunlight the region receives in kJ/m².
Average annual temperature.






