World Energy Consumption
How long does it take the Sun to equal the energy we use in one year ?
@kaggle.patricklford_world_energy_consumption
How long does it take the Sun to equal the energy we use in one year ?
@kaggle.patricklford_world_energy_consumption
This project delves into the immense power of the sun, Earth's ultimate energy source. We'll explore the staggering amount of solar energy our planet receives and compare it to our current global energy consumption.
The visualisations accompanying this analysis provide a clear picture of energy usage across different regions.
This project is motivated by the ever-growing importance of renewable energy. Here's a closer look at the key benefits:
The total energy consumption of the entire world in one year, 2023. Is approximately 619.63 exajoules (EJ).
The following charts cover 7 different regions and the whole world: The Whole World, Africa, Asia Pacific, Middle East, CIS, Europe, S. & Cent. America and North America.
A Markdown document with R code for the above charts: link
The following table covers the conversion from common energy units like watt-seconds and kilowatt-hours up to large-scale measurements like exajoules.
A screenshot of energy usage from Worldometer. link
Worldometer is run by an international team of developers, researchers, and volunteers with the goal of making world statistics available in a thought-provoking and time relevant format to a wide audience around the world.
Environmental Impact:
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Fuelling the planet with renewable energy is crucial for reducing environmental impacts, enhancing energy security, and driving economic growth. Each type of renewable energy comes with its own set of advantages and challenges, necessitating a diverse and balanced energy portfolio to achieve a sustainable future.
The Sun is the ultimate source of energy for our planet, driving weather patterns, sustaining life, and offering a vast potential for clean and renewable power. I explore the immense amount of solar energy received by Earth and compare it to our current energy consumption.
The amount of solar energy bombarding Earth at the top of its atmosphere is about 1,361 watts per square meter (W/m²). This value, known as the solar constant, represents the average intensity of sunlight reaching our planet.
We can calculate the total power the Earth receives from the Sun using the following formula:
where:
where:
Plugging in the numbers:
Therefore, the total power received by the Earth is:
This translates to a staggering 1.74 x 10^17 watts, an enormous amount of energy constantly bombarding our planet.
Earth's Annual Energy Consumption
The total energy consumption of the entire world in one year is approximately 619.62865679151 exajoules (EJ). One exajoule is equal to 10^18 joules.
Therefore:
Solar Energy vs. Earth's Energy Consumption
To understand the vastness of solar energy compared to our consumption, let's convert annual energy consumption into watts and compare it to the Sun's power output received by Earth.
Power is defined as energy per unit time. So, to find the annual energy consumption in watts, we divide the total energy consumed in joules by the number of seconds in a year:
Therefore:
Now, we compare this value to the total solar power received by Earth:
This translates to approximately:
In essence, it takes the Sun only about 59.3 minutes to provide the same amount of energy that we consume on Earth in an entire year.
The Sun's energy is truly immense. The fact that it can replenish our annual energy needs in under an hour highlights the vast potential of solar power as a clean and sustainable energy source. By harnessing more solar energy, we can move towards a future powered by a renewable and abundant resource, reducing our reliance on fossil fuels and mitigating climate change.
Patrick Ford 🌞
CREATE TABLE world_energy_by_country_and_region_1965_to_2023 (
"country" VARCHAR,
"n_1965" VARCHAR -- 1965,
"n_1966" VARCHAR -- 1966,
"n_1967" VARCHAR -- 1967,
"n_1968" VARCHAR -- 1968,
"n_1969" VARCHAR -- 1969,
"n_1970" VARCHAR -- 1970,
"n_1971" VARCHAR -- 1971,
"n_1972" VARCHAR -- 1972,
"n_1973" VARCHAR -- 1973,
"n_1974" VARCHAR -- 1974,
"n_1975" VARCHAR -- 1975,
"n_1976" VARCHAR -- 1976,
"n_1977" VARCHAR -- 1977,
"n_1978" VARCHAR -- 1978,
"n_1979" VARCHAR -- 1979,
"n_1980" VARCHAR -- 1980,
"n_1981" VARCHAR -- 1981,
"n_1982" VARCHAR -- 1982,
"n_1983" VARCHAR -- 1983,
"n_1984" VARCHAR -- 1984,
"n_1985" VARCHAR -- 1985,
"n_1986" VARCHAR -- 1986,
"n_1987" VARCHAR -- 1987,
"n_1988" VARCHAR -- 1988,
"n_1989" VARCHAR -- 1989,
"n_1990" VARCHAR -- 1990,
"n_1991" VARCHAR -- 1991,
"n_1992" VARCHAR -- 1992,
"n_1993" VARCHAR -- 1993,
"n_1994" VARCHAR -- 1994,
"n_1995" VARCHAR -- 1995,
"n_1996" VARCHAR -- 1996,
"n_1997" VARCHAR -- 1997,
"n_1998" VARCHAR -- 1998,
"n_1999" VARCHAR -- 1999,
"n_2000" VARCHAR -- 2000,
"n_2001" VARCHAR -- 2001,
"n_2002" VARCHAR -- 2002,
"n_2003" VARCHAR -- 2003,
"n_2004" VARCHAR -- 2004,
"n_2005" VARCHAR -- 2005,
"n_2006" VARCHAR -- 2006,
"n_2007" VARCHAR -- 2007,
"n_2008" VARCHAR -- 2008,
"n_2009" VARCHAR -- 2009,
"n_2010" VARCHAR -- 2010,
"n_2011" VARCHAR -- 2011,
"n_2012" VARCHAR -- 2012,
"n_2013" VARCHAR -- 2013,
"n_2014" VARCHAR -- 2014,
"n_2015" VARCHAR -- 2015,
"n_2016" VARCHAR -- 2016,
"n_2017" VARCHAR -- 2017,
"n_2018" VARCHAR -- 2018,
"n_2019" VARCHAR -- 2019,
"n_2020" VARCHAR -- 2020,
"n_2021" VARCHAR -- 2021,
"n_2022" VARCHAR -- 2022,
"n_2023" VARCHAR -- 2023
);
Anyone who has the link will be able to view this.