Global carbon emissions dropped with the onset of Covid-19; however, with the increase in human activity in recent months, emissions are on the rise again. Additionally, the annual increase in carbon pollution over the past 60 years is about 100 times faster than previous natural increases. With the acceleration of this growth, the possibility of a 1.5* C warming peak may have passed.
The Biden administration released robust climate goals and a $14 billion budget proposal for emission reduction and clean (renewables + nuclear) electricity. Without adequate support for a Clean Electricity Standard or a Clean Electricity Performance Program, however, the administration might have to accept a lower budget and more conventional measures like tax incentives and regulation to drive the energy transition. Running against the clean energy goals, future demand for electricity is certain to rise faster with EV’s, building electrification, and renewable energy for new end-uses such as space heating, space cooling, water heating and process heat.
For success, the US must cut emissions 2160 MMt (from 5160 MMt in 2020) down to 3000 MMt by 2030. Also, electricity generation (4100 TWh in 2020) must increase from 40% clean (1700 TWh in 2020) to 3700 TWh: this requires at least 2000 new TWh to be on the grid in 8 years.
A clean electricity future requires widespread replacement of fossil fuel generating facilities with solar and wind farms. A logical start would be to close all coal plants, which produce 3 to 5 times more emissions per TWh than natural gas. Although half of the 500 US coal plants are on track for closure, the rest are still profitable and essential to providing a reliable supply. The unlikely scenario of closing all coal plants in 8 years would cut less than half of the 2160 MMt needed.
In 2020, coal generated 23% of the electricity supply, about 950 TWh. In contrast, solar provided only 2.3% (95 TWh) of the 2020 supply. Even if 950 TWh of solar could be financed, construction would require over a million acres (4 times the size of Los Angeles) and nearly a billion panels. A 23% solar grid cannot be built in 8 years, and it would only provide half of the 2000 TWh of new clean electricity needed for the 2030 goal. If wind was assigned to provide the other 1000 TWh, current generation of 340 TWh from 65,000 turbines would have to triple with 130,000 new turbines.
Because emissions and energy demand are too high, and clean energy powers only 40% of the grid, Biden’s 2030 goals cannot be achieved with existing decarbonization measures. A clean energy future requires belt-tightening on the demand side. One untapped option involves improving residential thermal performance. On average, more than half of a US household’s annual energy consumption is for space heating and air conditioning. Much of this is lost via thermal leakage.
![Thermal imaging for heat loss in 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)
A typical house needs to be reheated every 6 minutes, compared to every 60 minutes for a thoroughly sealed home, such as an Airtight House from Passivhaus. Good thermal performance has been widely demonstrated in “zero energy ready” and “zero net energy” new construction. Although uncommon, proven thermal systems can also be installed on existing homes.
The emphasis of more than 600 utility efficiency programs is promoting high efficiency products (such as EnergyStar) rather than targeting thermal leakage. In view of residential demand trends, thermal efficiency is the only option for pulling excessive demand into better balance with a clean supply.
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)
Fortunately, local contractors can use commercially-available products to eliminate wasted energy. Thermal retrofits are labor-intensive, producing at least $5000 in local payroll per project. A continuous thermal seal cuts demand by at least 5000 KWh (17 million BTU) every year for the average home’s long life. More than 100 million US homes would significantly benefit from upgraded thermal performance. A home’s reduced energy demand can be measured and monetized with home performance scoring, such as the RESNET HERS index.
Eliminating thermal leakage is an overlooked opportunity for utilities to decarbonize and create unsubsidized jobs. Space conditioning energy drives up a utility’s peak demand expense, when energy cost can be double. At the right price, a utility could buy demand reduction from local contractors rather than more energy. Because a retrofit relates to the home rather than the occupant, thermal retrofits can be offered inclusively to all customers without new expense. Improved dwelling comfort, value and resilience are additional benefits of “thermal optimization”, introduced in this 2016 Climate Institute report. Retrofit cost depends on location and techniques, and the utility’s choice of performance level: the feasibility of utility-financed thermal retrofits is locally determined.
Community leaders everywhere can encourage building contractors to engage energy suppliers about measurable demand reduction, and the potential for new local jobs.
Check out the EEBA Team Zero Inventory of Net Zero Homes to learn more.