Dr. Yifeng Chen, Vice President of State Key Laboratory of PV Science & Technology and Assistant Vice President of Trina Solar, delivered a keynote speech at an international tech conference held in mid-March. Dr. Chen gave an interpretation of the technology evolution of the PV industry from the perspective of size, efficiency, and cost. He …
Author Archives: sandychappell
How C&I Solar EPCs and Developers Can Accommodate Anticipated Community Solar Surge
Community solar sites, also called shared solar or solar gardens, let customers buy, lease, or subscribe to a larger, off-site shared PV system nearby and receive credits on their monthly electricity bills. These projects offer several benefits to residents, the environment, and the local economy. Customers gain access to affordable and clean energy, which …
Trinasolar Primed to Supply Sustainable, Responsibly-Sourced Solar Panels to Power Renewable Revolution
FREMONT, California — Trina Solar, a global leader in smart solar products and solutions, has prioritized its efforts for a secure supply chain compliant with U.S. regulations. For its module and cell manufacturing in Southeast Asia, Trina uses 100% European polysilicon to supply the U.S. region. Additionally, Trina’s 6.5 GW wafer facility in Vietnam marks the …
First 210mm N-Type Monocrystalline Ingot Rolls Off Production Line at Trinasolar Factory
In mid-February, the first 210mm n-type monocrystalline ingot rolled off the production line at Trina Solar’s Qinghai Factory, marking significant progress in the factory’s Phase I. The factory aims to be the first zero-carbon park in its region. The first 210mm n-type monocrystalline ingot rolled off the production line at Trina Solar’s Factory Construction of …
Big Box Stores Create Big C&I Solar Opportunities
Despite the growth of online shopping, big box stores remain increasingly popular due to their large sizes and expansive inventories. These characteristics also make them ideal targets for Commercial and Industrial (C&I) solar project developers and engineering, procurement, and construction (EPC) firms. With thousands of big box retailers nationwide, these massive, warehouse-like buildings offer …
How Residential Solar Installers Can Leverage Growing EV Sales into New Business Opportunities
If you’re a residential solar installer, you have probably heard much about electric vehicles (EVs) lately. While EVs may seem like just another trend, they offer viable opportunities to grow your business and increase revenue. Inflation Reduction Act (IRA) incentives, government regulations, and an increasing number of EV model options at lower prices should only …
Trinasolar’s modules powered 100MW fishery PV project with high-performance
A 100MW fishery photovoltaic project using Trina Solar’s modules proved to generate power with high performance. The modules, with high energy yield and high reliability, can withstand harsh maritime environments and deliver great economic value to customers. <img alt="ef18a804f9a186a73a6e5420a14d945" 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
Quit Limiting Utility-Scale PV Project Potential and Start Using a Smart Solar Solution
Photovoltaic (PV)-powered generation will account for more than half of the 54.5 GW of new utility-scale electric generating capacity forecasted for 2023, according to recent data from the US Energy Information Administration (EIA). Forty-one percent of this new solar capacity will come in Texas and California, with an expected 7.7 GW and 4.2 GW of …
C&I Solar Trends to Keep an Eye on in 2023
Commercial and industrial (C&I) solar might not generate the same headlines as massive utility-scale solar projects or hit as close to home as residential solar, but this critical sector continues its steady growth trajectory while offering a range of diverse opportunities for project developers and EPCs. From community solar to microgrids and from agrivoltaics …
Trinasolar publishes white paper on 210mm n-type Topcon advanced technology
Trinasolar published the Trinasolar 210mm Vertex N Product White Paper in January. The newly upgraded Vertex n-type modules of 605W+695W with efficiency up to 22.4% are setting the standard for power station modules in every respect, stepping up the industry’s acceleration into the n-type era. Trinasolar is committed to building the 210mm product technology platform …





