AnimeAdventure

Location:HOME > Anime > content

Anime

Thors Survival from a Neutron Star: An Analysis of Energy Endurance

January 07, 2025Anime1633
Thors Survival from a Neutron Star: An Analysis of Energy Endurance Ho

Thor's Survival from a Neutron Star: An Analysis of Energy Endurance

How much energy did the God of Thunder, Thor, endure from a neutron star in the neutron star event in Avengers: Infinity War? This question has garnered significant attention, as it pushes the boundaries of MCU comic and superhero physics. In this article, we will delve into the physics behind Thor's ordeal, examining the energy levels and the potential consequences of his exposure to the neutron star's extreme conditions.

Introduction to Neutron Stars and Their Energy Output

A neutron star, one of the densest objects in the universe, produces a vast amount of energy. While a regular star generates approximately (3.8 times 10^{26}) joules of energy per second, a neutron star can release up to (5.23 times 10^{46}) joules of energy per second. This immense output makes for a thrilling event in the MCU, but it also poses a significant challenge for our avat-inflicted heroes.

Thor's Exposure to the Neutron Star's Energy

In the film, Thor is exposed to the energy for approximately 51 seconds. To estimate the total energy Thor had to endure, we perform the following calculations:

Total Energy: (5.23 times 10^{46} times 51 approx 2.6673 times 10^{48}) joules.

This is equivalent to:

Approximately 6.385 exatons of TNT. Or, in another scale, around 63,850,000,000,000,000,000 exatons (Yottatons).

Considering the immense energy levels, it is no wonder that Thor, even with his Mjolnir, would struggle to maintain his position. The energy is described as Multi-Solar System level, which underscores the magnitude of the event.

Re-examining Thor’s Physique and the Neutron Star’s Dimensions

Thor is 6 feet tall, or approximately 1.8 meters. The energy beam's diameter, based on visual analysis and widescreen measurements, is around 4 meters. The surface area of Thor's body, considering his height and weight, is estimated to be about 4.2 square meters. The cross-sectional area is approximately 1.68 square meters.

Calculations: Using the Boltzmann constant, we can calculate the energy Thor endured:

Beam radius: 2 meters. Thor's body surface cross-sectional area: 1.68 square meters. Star temperature: 550,000 Kelvin.

The Luminosity of the neutron star is calculated as (5.67 times 10^{-8} times 5500^4 approx 51,884,043.75) watts. Multiplying this by the surface area of the energy beam (50.272 square meters) gives us a total intensity of approximately (2.608 times 10^9) joules.

The final energy endured by Thor is estimated to be:

[2.608 times 10^9 times 1.68 times 47 approx 2.12 times 10^{10} text{ joules}]

This is equivalent to approximately 0.04922 kiloton of TNT, a significant amount of energy, especially considering Thor's near-death experience.

Comparison with Other Durability Feats

Thor's feat is compared to other notable events in the MCU, such as the Sokovia Accord. This comparison highlights the extraordinary nature of Thor's energy endurance, placing it in line with his other notable feats.

For a more extensive exposure, such as 1 hour or 1 day, the energy endured would be even more catastrophic, reaching 3.8 kilotons and 90.5 kilotons of TNT, respectively. This places Thor's endurance in a realm that even modern weapons, like the atomic bombs (Little Boy and Fat Man), cannot match.

Thor's journey through the neutron star showcases the incredible durability and power of the God of Thunder, pushing the boundaries of superhero physics as we know it.

Conclusion and Further Research

This analysis highlights the immense energy Thor endured from a neutron star and the potential consequences of such exposure. Thor's near-death experience is a testament to his strength and endurance, even under the most extreme conditions.

References: Stars Neutron Stars Mjolnir Atomic Bombs