According to the International Energy Agency
statistics, there has been a 5% increase in global electricity demand in 2021,
half of which is being met by fossil fuels, notably coal. The sharp rise in the
use of fossil fuels to generate electricity is expected to push carbon dioxide
emission levels to record highs in 2022. Although renewables are expanding
quickly, they will be able to meet only around half of the projected increase
in global electricity demands, which creates a need for more innovative, clean,
and sustainable energy solutions. Governments around the world are focusing on
reducing power dependency from traditional sources and building more efficient
and resilient power sources. Countries blessed with abundant sunlight are
focusing on accelerating solar energy generation because it is infinite and
pollution-free.
Solar panels have been hailed as one of the most
important renewable energy sources due to their ability to produce infinite
energy. Conventional solar panels absorb photons emanating from the sun, which
causes a voltage to appear across the device and causes current to flow. Most
solar cells can convert around 20% of the sunlight that hits them. The more the
efficiency of solar cells, the more the energy output. Although solar energy generation
has been fundamental for the clean energy transition, the only limitation of
solar panels is that they work only during the daytime and do not allow to
power things during the evening. Generally, residential solar panels have power
output ratings from 250-400 watts, but the output can vary depending upon the
panel size and their ability to absorb photons. To fulfill the growing
electricity demands, scientists and researchers are developing solar panels
that can harvest energy around the clock, even when the sun is not shining. The
new kind of solar panel has been termed “Anti Solar Panel”.
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)
Technology Behind Anti-Solar Panels
There is no incoming heat for solar panels to capture
at night, but there is still outgoing heat that can somehow be harnessed. The
concept of anti-solar panels is based on the "Thermo-radiative
Principle", which says that if an object is hotter than its surroundings,
it will radiate heat as infrared radiation. Placing a cold solar panel on the
Earth that is comparatively warm towards the cold space can help generate
electricity and capture power.
Likewise, the inverse version of the solar panel
combines and optimizes radiative cooling with a thermoelectric generator. One
side of the generator is exposed to the air temperature, while the other is to
an aluminum plate. Harnessing the temperature variance between the Earth and
outer space, the thermoelectric generator maintains the cold side of the
generator below the temperature of the surrounding air. Then, the aluminum
plate facing the night sky emits infrared radiation towards the sky, which
lowers the temperature of the plate to two-degrees centigrade than the part of
the device that has the same temperature as the ambient air. The light
emanating from the anti-solar device causes voltage and current to run across
the device, which generates power. The transparent insulating panel isolates
the aluminum plate from the ambient temperature to block the heat exchange from
one side of the device to another.
Are Anti-Solar Panels the Future of Clean Energy?
The anti-solar panels use a thermoradiative cell to
generate electricity as opposed to photovoltaic cells in conventional solar
panels. While a solar panel is made from silicon to capture light in the
visible spectrum, the anti-solar panel is made from materials (mercury alloys)
designed for capturing extremely long-wavelength light.
The prototype of anti-solar panels can produce about a
quarter of what traditional solar panels deliver in a day, but their efficiency
could be increased. For commercial use of anti-solar panels, a night-time
generator could prove to be advantageous. The use of anti-solar panels could
make electricity accessible and cheaper in remote or low-resource areas. These
devices could be run on wasted heat leftover from industrial processes, which
could further help to achieve carbon neutrality, balancing carbon emissions
with carbon removal. Besides, the anti-solar panels will produce carbon-free
power when attached to a waste-free power or just by sitting on the roof.
Sometimes solar panels can produce more power than
what is required to generate electricity in a day, which, if not utilized,
could lead to energy wastage. Batteries required to store surplus power can be
a relatively expensive proposition than directly producing night-time power
with anti-solar panels. Affordable solar panels that are readily available are
not efficient enough. There is a possibility that anti-solar panels could work
during the day as well since the physics in both kinds of solar panels is the
same, only the materials used are different.
The technology of night-time cells is nearly on par
with the performance of the Carnot heat engine, a theoretical thermodynamic
limit for the “perfect” engine. The latest design of night-time solar panels
could generate 120 times more energy than any previously developed models. The
thermoelectric generator takes up less than 1% of the whole device’s footprint
and is the most expensive part of the system. Anti-solar panels are a great
alternative to solar panels for places that do not have a lot of sunshine as
the new technology can work with the ambient heat in the atmosphere.
Although the electrical power generation through
anti-solar panels is remarkable, it is still not enough to meet growing
consumer needs. Once the night-time panels start producing power anywhere close
to the output delivered by a standard solar panel, they could transform the
renewable energy sector. However, a technology that does not rely on fossil
fuel for electricity generation is worth exploring. Additionally, the
anti-solar technology could offer a way around battery-based energy storage,
which still remains the costly aspect of renewable energy.
How Can AI and Machine Learning Make Solar Energy More
Reliable?
Forecasting
Artificial intelligence and machine learning are
helping renewable energy sources become more reliable and efficient. The
technologies can help to eliminate the unpredictability factor associated with
renewable energy sources. Forecasting the output of solar energy would require
accurate and minute-to-minute data about how the weather will interact with
solar panels and affect their efficiency. Training machine learning models,
climate physics, satellite imagery, and expanding data sets can help boost the
share of renewables in the energy mix and make them more ‘dispatchable’ rather
than ‘unpredictable’.
Grid Management
AI and machine learning use data analytics to predict
energy consumption in households during a specific part of a year. This helps
grid operators know how much power to feed in the grid to meet future demands.
Grid operators can store and distribute energy without any outages based on the
retrieved and analyzed data. Battery hardware cannot bring true energy value,
which creates a need to properly control the production, consumption, and
storage of renewable energy sources. When the consumption becomes too high,
grid operators can ramp up energy production and during times of low energy
demand, they can lower the production to avoid wastage.
Maintenance
To run the system efficiently, it is crucial to manage
the grids from time to time. Leveraging AI and machine learning, the specific
part of the system that require maintenance, or energy leakage can be easily
predicted. This could help the power companies inform consumers about power
outages and make them aware in advance.
Expand Renewable Energy Market
Integrating artificial intelligence can help suppliers
expand the new service models and encourage high participation, analyzing data
with the help of AI. Besides, predicting data can help optimize the existing
services, launch new service models, and target new consumer markets.
There are several other technologies in the pipeline
that can revolutionize the way we think about solar energy production.
Floating Solar Farm (Floatovoltaics)
As silicon panels are becoming inexpensive, more
photovoltaic panels are being placed on reservoirs, dams, and other water
bodies to promote their efficiency. Floating solar farms can save the cost of
installation on valuable land or real estate and enhance power production by up
to 10% due to the cooling effects of water. Besides, floating solar farms can
help with water management as they reduce the loss of water to evaporation,
limiting air circulation and blocking sunlight from the surface to water.
Furthermore, floatovoltaics can keep the water beneath the solar panels clean
and reduce energy wastage.
Building-Integrated Photovoltaics (BIPV) Solar
Technology
BIPV solar technology blends into building
architecture seamlessly since solar panels are placed on roofs, canopies,
curtain walls, facades, etc. Substituting BIPV for standard building materials
can enable homeowners to save on building materials and power costs. Unlike
traditional solar PV, BIPV seems aesthetically appealing and does not
compromise building’s design.
Solar Skins
Solar skins are flexible and transparent materials
that allow greater absorption of sunlight and produce more electric current.
Solar skins are infused with billions of tiny photoelectric particles called
‘Quantum’, which get excited when exposed to photons. 16.6% of the potential
solar energy exposed to the solar skin is effectively converted into
electricity. Solar skins are becoming more common for residential and
commercial purposes, and they can help to save a lot of utility bills.
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