Tag: Wormhole

Albert-Einstein-Best-Of.mp3
Albert-Einstein-Best-Of.mp4
Albert-Einstein.mp3
Albert-Einstein.mp4
Albert-Einstein-Unplugged-Underground-XXIV.mp3
Albert-Einstein-Unplugged-Underground-XXIV.mp4
Albert-Einstein-Unplugged.mp3
Albert-Einstein-Unplugged.mp4
Albert-Einstein-intr..>

[Intro]
How big is that you ask?
(well how does 300 million fat hydrogen bombs sound to you?)
Phew! Should do the task!

[Verse 1]
A physicist’s physicist
In a novel twist
Theory of relativity
Explains our energy

[Chorus]
Albert Einstein brainstorm
(Is now the norm)
E = mc²
(None has compared)

[Bridge]
Going down a wormhole
(For a whole different view)
How ’bout you?

[Verse 2]
How many joules in this fool
(Maybe I should go back to school?)
Turn my energy so all can see
(A billion years without fears)

[Chorus]
Albert Einstein brainstorm
(Is now the norm)
E = mc²
(None has compared)

[Bridge]
Going down a wormhole
(For a whole different view)
How ’bout you?

[Chorus]
Albert Einstein brainstorm
(Is now the norm)
E = mc²
(None has compared)

[Outro]
Going down a wormhole
(For a whole different view)
How ’bout you?

A SCIENCE NOTE
Albert Einstein was a German-born theoretical physicist and mathematician who developed the special and general theories of relativity. He’s widely regarded as the 20th century’s most influential physicist. Einstein first achieved global recognition in 1919 when British astronomers confirmed his theory of relativity during a solar eclipse. His mass–energy equivalence formula, E = mc², derived from special relativity, is considered “the world’s most famous equation.”

So, I asked Sidd… ‘if i were to donate my body to science… how much energy could be produced from my mass? …ya know? E=mc^2?’

and Sidd says:
heehee
first take yr wt in kilos
160lbs=160/2.2kg=72.3kg
then
put in c=3x10e8 meter/s so c^2=9x10e16
so E=72.3x9x10e16=6.5e18 joule

how much is that, he asks…
well lets see if we turned psehelp into energy we could run a 200 watt
computer for a billion years

well, ow long izzat e asks…
mmm .. the earth is about 4 billion years … so we can run
our 200 watt machine for an appreciable fraction of the age of the planet

or we could run a billion computers for a year..

or make a really big bang

ow big e said eyeing me narrowly

well ow does 300 million fat hydrogen bombs sound to u ?

heehee

From the album “Wormhole“

Entering-a____.mp3
Entering-a____.mp4
Entering-a____-Pt-2.mp3
Entering-a____-Pt-2.mp4
Entering-a____-intro..>

[Verse 1]
Diving into a wormhole
My decision to get to the other side
Oh, yeah, that’s my soul goal
No collision just a smooth ride

[Chorus]
Entering a wormhole
(Hope to come out whole)
Hey, biological being
(Is it worth seeing)

[Bridge]
This ain’t normal space-timing
(I’m coinciding)

[Verse 2]
Two clocks that are identical
But one does an about-face
Some sort-of cosmic festival
In defiance of the human race

[Chorus]
Entering a wormhole
(Hope to come out whole)
Hey, biological being
(Is it worth seeing)

[Bridge]
This ain’t normal space-timing
(I’m coinciding)

[Chorus]
Entering a wormhole
(Hope to come out whole)
Hey, biological being
(Is it worth seeing)

[Outro]
This ain’t normal space-timing
(I’m coinciding)
I’m beside myself
(While being stealth)

A SCIENCE NOTE
Entering a wormhole would likely be a fatal experience for a biological being. While wormholes are theoretical shortcuts through spacetime, their instability, potential for tidal forces, and the presence of exotic matter or radiation would make survival highly improbable. Even if somehow survivable, the journey would be unlike anything experienced in normal space-time, with significant effects on time dilation and potentially leading to a different universe.

Time dilation is the difference in elapsed time as measured by two clocks, either because of a relative velocity between them, or a difference in gravitational potential between their locations. When unspecified, “time dilation” usually refers to the effect due to velocity.

From the album “Wormhole“

Wormhole-Best-Of.mp3
Wormhole-Best-Of.mp4
Wormhole.mp3
Wormhole.mp4
Wormhole-intro.mp3

[Break]
Imagine a tunnel
Linking two separate locations
In different parts of the universe
At different points in time

[Break]
Into the funnel
(Speculations)
Chapter and verse
(The time is prime)

[Chorus]
Will it take a toll
(Wormhole)
Or reach our goal
(Wormhole)
I’m…
(Slipping into space-time)

[Verse 2]
A hypothetical topological feature
(Take me to the future)
Potential to surpass the speed of light
(Alright! Gaining light’s insight)

[Bridge]
What sort-of creature
(Oh, I’m no sure)
Will it put up a fight
(Or bring on delight)

[Chorus]
Will it take a toll
(Wormhole)
Or reach our goal
(Wormhole)
I’m…
(Slipping into space-time)

[Outro]
Will it take a toll
(Wormhole)
Or reach our goal
(Wormhole)
At this pace I’m…
(Slipping into space-time)

A SCIENCE NOTE
A wormhole, in the context of physics, is a hypothetical topological feature of spacetime that would connect two separate points in the universe, potentially allowing for faster-than-light travel or time travel. It’s often visualized as a tunnel through space-time.

Hypothetical Structure: Wormholes are theoretical constructs, solutions to Einstein’s field equations in general relativity, that suggest the possibility of connecting distant points in spacetime.

Visualizing a Wormhole: Imagine a tunnel or a shortcut that links two separate locations, possibly even in different parts of the universe or at different points in time.

Faster-than-Light Travel: One of the most fascinating aspects of wormholes is their potential to allow for faster-than-light travel, as the distance through the wormhole could be significantly shorter than the distance through normal space.

Einstein-Rosen Bridge: Wormholes are sometimes referred to as Einstein-Rosen bridges, named after Albert Einstein and Nathan Rosen, who explored the concept in 1935.

Quantum Gravity and Information Paradox: Research into wormholes also relates to quantum gravity and the information paradox, which explores the fate of information that falls into a black hole according to Polytechnique Insights.

From the album “Wormhole“