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Home / Blogs / Reasonable Design of Tilt Angle and Azimuth Angle of PV Arrays in Distributed PV Power Stations——Comprehensive Consideration Combining Building Forms and Installation Forms

Reasonable Design of Tilt Angle and Azimuth Angle of PV Arrays in Distributed PV Power Stations——Comprehensive Consideration Combining Building Forms and Installation Forms

Views: 0     Author: Site Editor     Publish Time: 2026-04-14      Origin: Site

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The tilt angle and azimuth angle of PV arrays are the core design parameters determining the power generation efficiency, structural safety, and full-life-cycle benefits of distributed PV power stations. Their reasonable selection must be closely combined with the project's building form, installation carrier characteristics, and installation technology, while taking into account multiple requirements such as solar radiation utilization, building structural safety, wind load adaptation, and maximum utilization of space resources. In the actual design of distributed PV power stations, the building form (such as reinforced concrete buildings, steel structure color steel plate buildings, tile roof buildings, etc.) determines the structural bearing capacity, space constraints, and waterproof requirements of the installation carrier, while the installation form (such as fixed foundation, counterweight type, deflector type, etc.) directly affects the adjustable range of the tilt angle and azimuth angle. The two work synergistically to jointly determine the scientificity and rationality of the PV array design. Combining the characteristics of different building forms and installation forms, this article systematically elaborates on the design logic, practical points, and core consideration factors of the tilt angle and azimuth angle of PV arrays, providing professional reference for engineering design.​

The tilt angle of a PV array refers to the angle between the plane of the PV modules and the horizontal plane. Its design core is to maximize the reception of solar radiation while adapting to the structural safety requirements of the installation carrier; the azimuth angle refers to the angle between the normal of the PV array plane and the due south direction (in the northern hemisphere), with the core goal of optimizing the adaptability to the solar trajectory and reducing radiation loss. Compared with ground-mounted PV power stations, distributed PV power stations are more constrained by building structures, roof space, etc., and cannot simply determine the optimal tilt angle and azimuth angle based on the local latitude. They need to be based on the specific characteristics of the building form and installation form to achieve a balance between power generation efficiency and structural safety, which is also the core difference between the design of distributed PV arrays and ground-mounted power stations.

I. Key Design Points of Tilt Angle Under Different Building Forms and Installation Forms​

Distributed PV power stations have various building forms, which can be mainly divided into reinforced concrete buildings, steel structure color steel plate buildings, tile roof buildings, and PV carports. Different building forms have significant differences in structural bearing capacity and roof characteristics. When matched with different installation forms, the tilt angle design must follow the principle of differentiation, while taking into account key requirements such as wind load and waterproofing, to avoid building structure damage or low power generation efficiency caused by unreasonable tilt angles.

(I) Reinforced Concrete Buildings: Optimize Tilt Angle Combining Installation Forms, Balancing Safety and Efficiency​

Reinforced concrete buildings (including concrete flat roofs, concrete frame structure roofs, etc.) are the mainstream application carriers of distributed PV power stations. They have strong structural bearing capacity and are suitable for various installation forms. The tilt angle design can be flexibly adjusted according to different installation forms, with the core of balancing power generation efficiency and structural safety, while avoiding roof waterproof hidden dangers.​

1. Fixed Foundation Installation Form: This installation form is suitable for reinforced concrete flat roofs with sufficient structural bearing capacity and acceptable roof conditions. It usually adopts embedded foundations or expansion bolts to fix the brackets, which has strong structural stability and no additional wind load hidden dangers. The tilt angle design can give priority to the optimal tilt angle of the project location. The optimal tilt angle is usually related to the local latitude, generally taking the local latitude ±5°. By accurately matching the solar altitude angle, it maximizes the reception of direct solar radiation and improves power generation efficiency. For example, in areas at 30° north latitude, the optimal tilt angle can be controlled between 25° and 35°, and fine-tuned according to local radiation data to ensure balanced radiation reception in all seasons. At the same time, it is necessary to reserve roof operation and maintenance channels to avoid inconvenience in operation and maintenance caused by excessive tilt angles.​

2. Counterweight Installation Form: It is mostly used in old reinforced concrete flat roofs or roof scenarios where drilling is not suitable. The brackets are fixed by cement counterweights, which do not damage the roof waterproof layer and cause little modification to the building structure. The core constraint of this installation form is wind load, especially under negative wind pressure. Excessive tilt angle will significantly increase the wind load on the PV array, which is likely to cause bracket displacement and roof damage. Therefore, the tilt angle of the PV array with counterweight installation is generally not more than 20°. If the project is located in a windy area (such as coastal areas, windy inland areas), it is necessary to calculate the wind load in combination with the "GB50009-2012 Code for Loads of Building Structures" and further reduce the tilt angle to within 15° to ensure the stability of the bracket and the safety of the roof structure. At the same time, the loss of power generation efficiency caused by the reduced tilt angle can be compensated by optimizing the module arrangement.​

3. Deflector Installation Form: It is mainly applied to reinforced concrete buildings with special requirements for roof ventilation and drainage. A deflector is set between the PV array and the roof to optimize roof air flow and avoid water accumulation. Under this installation form, an excessive tilt angle is likely to cause deflector failure and poor roof drainage, while increasing wind load. Therefore, the tilt angle of the PV array is generally not more than 10°. In the design, it is necessary to combine the roof drainage slope to ensure that the tilt angle is consistent with the drainage direction, which not only ensures the deflector effect but also reduces dust and water accumulation on the modules, balancing power generation efficiency and roof function. In addition, when the tilt angle is less than 10°, it is necessary to set maintenance and manual cleaning facilities and channels with a width of not less than 400mm to meet the operation and maintenance needs.

(II) Steel Structure Color Steel Plate Roofs: Fit Roof Slope, Strictly Control Tilt Angle Upper Limit​

Steel structure color steel plate roofs are widely used in industrial and commercial plants. Their structural characteristics are light weight and limited bearing capacity. Most roofs are double-slope (conventional slope about 5°), divided into two common forms: north-south slope and east-west slope. The installation form is mainly clamp-type non-destructive installation. The tilt angle design must strictly fit the roof characteristics to avoid structural damage risks.​

For the PV array design of steel structure color steel plate roofs, the laying form parallel to the roof is preferred, and the tilt angle is consistent with the natural slope of the roof (usually about 5°), without additional angle adjustment. This can not only avoid damaging the color steel plate roof structure but also reduce wind load, while taking into account architectural aesthetics. This design method can maximize the use of roof space, without additional increase in bracket height, reducing initial investment and operation and maintenance costs.​

If the project has higher requirements for power generation efficiency and needs to set a southward tilt angle, the upper limit of the tilt angle must be strictly controlled, generally not more than 10°. Due to the limited purlin spacing and bearing capacity of the steel structure color steel plate roof, an excessive tilt angle will generate large upward or downward pressure under wind load, which is likely to cause deformation of the color steel plate, damage to the purlins, and even roof leakage. Especially in coastal areas or windy areas, it is necessary to analyze the wind load conditions under different tilt angles through CFD (Computational Fluid Dynamics) method combined with local basic wind pressure data to ensure that the safety factor of the bracket and roof structure meets the requirements.​

With the increasing scarcity of roof resources, the PV utilization of steel structure color steel plate roofs is no longer limited to south-facing slopes. Laying PV arrays on both north-south and east-west slopes has become the mainstream choice. For east-west slope roofs, the tilt angle is still consistent with the roof slope, and the azimuth angle is adjusted with the roof orientation. Although the power generation efficiency is slightly lower than that of south-facing slopes, it can maximize the use of roof space and improve the overall power generation of the project. In the design, modules with different orientations need to be strung separately to avoid mismatch loss caused by differences in tilt angle and azimuth angle.

(III) Tile Roof Buildings: Laying Along the Slope, Adapting to Roof Characteristics​

Tile roofs (including glazed tiles, ceramic tiles, asphalt tiles, etc.) are mainly used in household PV and rural distributed PV projects. Their structural characteristics are poor roof flatness, weak tile bearing capacity, and high waterproof requirements, so drilling damage is not suitable. Therefore, the PV array design must follow the principle of "fitting the roof and non-destructive installation", and the tilt angle is preferably laid parallel to the roof.​

The natural slope of tile roofs is usually between 20° and 30°. The tilt angle of the PV array is consistent with the roof slope without additional adjustment, which not only avoids damaging the tile structure but also uses the natural tilt angle of the roof to receive solar radiation, balancing power generation efficiency and building waterproofing. In the design, customized brackets and waterproof bases should be adopted, combined with special fixing parts, to avoid drilling through the tiles. At the same time, waterproof sealing treatment should be done at the joints to eliminate the hidden danger of roof water leakage. For tile roofs in key areas with style control, the modules should not exceed the highest point of the installed roof, and the surface of the module array should be as close as possible to the installed roof, balancing power generation function and architectural style.​

If the slope of the tile roof is too large (such as more than 30°), the tilt angle needs to be appropriately adjusted to reduce the module installation height, avoid module sliding, and reduce wind load; if the slope is too small (such as less than 15°), anti-slip measures need to be added in the bracket design, and the module arrangement should be optimized to reduce the impact of dust and water accumulation on power generation efficiency.

(IV) PV Carports: Strictly Control Tilt Angle, Balancing Function and Safety​

As an important application scenario of distributed PV, PV carports are mainly composed of steel structure frames, with the core function of both parking and PV power generation. The installation form is overhead bracket installation. The tilt angle design must take into account power generation efficiency, vehicle passage space, and structural safety, generally not more than 10°.​

An excessive tilt angle of the PV carport will increase the height of the shed, affect vehicle passage, and increase wind load, which is likely to cause deformation of the steel structure frame; a too small tilt angle will reduce the reception of solar radiation, and easily cause dust and water accumulation on the module surface, affecting power generation efficiency. Therefore, the tilt angle controlled between 5° and 10° is the most appropriate, which not only ensures normal vehicle passage but also effectively receives solar radiation, while reducing wind load hidden dangers. The azimuth angle is preferably designed to be due south to maximize the use of direct solar radiation. If it is impossible to face south due to site constraints, the azimuth angle can be appropriately adjusted, but the power generation efficiency loss must be calculated to ensure that the project benefits meet the standards.

II. Comprehensive Design Considerations of PV Array Azimuth Angle​

The core of PV array azimuth angle design is to maximize the reception of solar radiation while adapting to building forms and site constraints. In the northern hemisphere, the due south direction (azimuth angle 0°) is preferred. At this time, the PV array can receive solar radiation evenly throughout the day, with the highest power generation efficiency. According to relevant research, in the northern hemisphere, when the azimuth angle deviates 30° from due south, the power generation will decrease by about 10%-15%; when it deviates 60° from due south, the power generation will decrease by about 20%-30%. Therefore, the azimuth angle design should be as close to due south as possible. If restricted by building orientation and site space, it can be appropriately fine-tuned, but the deviation angle must be controlled.​

Combining the characteristics of different building forms, the azimuth angle design should follow the following principles: first, for scenarios without orientation constraints such as reinforced concrete flat roofs and PV carports, the azimuth angle is preferably designed to be due south. If there is occlusion on the roof, the azimuth angle can be fine-tuned according to the occlusion situation to avoid occlusion areas and reduce radiation loss; second, for scenarios with fixed orientations such as steel structure color steel plate roofs and tile roofs, the azimuth angle is adjusted with the roof orientation. For north-south slope roofs, the south-facing slope is preferred. For east-west slope roofs, the east-southeast or west-southwest direction can be selected according to radiation data to take into account the reception of solar radiation in the morning or afternoon; third, for multi-slope buildings, the PV array can be reasonably allocated according to the orientation and area of each slope, and the azimuth angle combination can be optimized to maximize the overall power generation.​

In addition, the azimuth angle design should also be combined with the project's power demand. If the project's peak daytime power consumption is concentrated in the morning, the azimuth angle can be appropriately fine-tuned eastward (such as 5°-10° east-southeast) to increase morning power generation; if the peak power consumption is concentrated in the afternoon, it can be appropriately fine-tuned westward to improve afternoon power generation, realize the matching between power generation and power demand, and increase the self-consumption rate.

III. Core Comprehensive Consideration Factors for Tilt Angle and Azimuth Angle Design​

In actual design, the selection of the tilt angle and azimuth angle of the PV array cannot simply rely on the building form and installation form, but also needs to comprehensively study and judge in combination with multiple factors such as solar radiation, wind load, building structure, and space resources to achieve multi-objective balance.​

First, solar radiation factors: It is necessary to collect data such as the total annual solar radiation, seasonal radiation distribution, and changes in solar altitude angle at the project location. Through hourly radiation simulation, calculate the power generation under different combinations of tilt angle and azimuth angle, and optimize the selection of the optimal combination. For example, in areas at 30° north latitude, the optimal tilt angle is usually the local latitude ±5°, and fine-tuning the azimuth angle 5° eastward can increase winter power generation by about 3%. At the same time, the utilization of scattered radiation should be considered. For areas with more rainy and cloudy days, the tilt angle can be appropriately reduced to increase the reception of scattered radiation.​

Second, wind load factors: The tilt angle and azimuth angle directly affect the wind load on the PV array. Especially for roof PV projects, it is necessary to strictly calculate the standard value of wind load in accordance with specifications, and control the upper limit of the tilt angle in combination with the installation form. For high wind pressure areas, the tilt angle and azimuth angle need to be further optimized to reduce wind load, ensuring the safety of the bracket and building structure. For example, in special environments such as polar regions, it is necessary to analyze the wind load conditions under different wind direction angles and tilt angles through CFD (Computational Fluid Dynamics) method to determine the optimal combination of tilt angle and azimuth angle.​

Third, building structure and waterproof factors: The tilt angle design should avoid damaging the building structure. For example, an excessive tilt angle of the steel structure roof is likely to cause damage to the roof panel, and the adjustment of the tilt angle of the tile roof should avoid damaging the tile waterproofing; the azimuth angle design should fit the building orientation, avoid affecting the building's lighting and ventilation due to bracket installation, and reserve operation and maintenance space to facilitate later module inspection and maintenance.​

Fourth, space resource factors: For projects with tight roof resources, on the premise of ensuring safety, the tilt angle and azimuth angle should be optimized to maximize the use of roof space, increase the laying area of PV arrays, and maximize power generation. For example, for steel structure double-slope roofs, PV arrays are laid on both north-south and east-west slopes to fully utilize the limited space and make up for the insufficient power generation of a single slope.

IV. Conclusion​

The reasonable design of the tilt angle and azimuth angle of PV arrays is a key link for distributed PV power stations to achieve efficient power generation and safe operation. Its core is to be based on the specific characteristics of the building form and installation form, balancing multiple requirements such as solar radiation utilization, building structural safety, wind load adaptation, and maximum utilization of space resources. In actual engineering design, it is necessary to combine the structural characteristics of different building forms such as reinforced concrete, steel structure color steel plates, and tile roofs, and match installation forms such as fixed foundations, counterweights, and deflectors to formulate targeted design schemes for tilt angle and azimuth angle; at the same time, comprehensively consider factors such as solar radiation, wind load, waterproofing, and operation and maintenance, and determine the optimal design parameters through scientific calculation and simulation optimization.​

With the continuous development of distributed PV technology, the utilization of roof resources is becoming more and more refined. The design of tilt angle and azimuth angle needs to pay more attention to personalization and differentiation, and flexibly adjust according to the specific conditions of the project. It is necessary to not only ensure the safety of the building structure and waterproof performance but also maximize the power generation efficiency and the full-life-cycle benefits of the project, providing technical support for the high-quality development of distributed PV power stations.

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