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PuK - Process Technology & Components 2024

A technical trade magazine with a history of more than 60 years.

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Vacuum technology<br />

Vacuum systems<br />

Tracking the Big Bang<br />

Vacuum Systems for technology development<br />

in gravitational wave detection<br />

Prof. Dr. Oliver Gerberding, Jens Grundmann, Dr. René Wutzler, Dr. Artem Basalaev<br />

How did our universe come into being?<br />

What is our universe made of?<br />

And what events occurred during the<br />

creation process? These and other<br />

questions are on the minds of astronomers<br />

and physicists around the<br />

world today. To answer these questions,<br />

we need information about<br />

the dark objects in our Universe and<br />

about the time close to the Big Bang,<br />

about 13.8 billion years ago. But how<br />

do we get information about objects<br />

that we cannot see and therefore<br />

cannot observe with electromagnetic<br />

radiation? How is it possible<br />

to observe objects and events close<br />

to the Big Bang, at a time when the<br />

universe was opaque? One carrier<br />

of such “old” information is what we<br />

call gravitational waves.<br />

As early as 1915, Albert Einstein described<br />

the influence of mass on space<br />

and time, or spacetime for short, in his<br />

general theory of relati vity [1]. Masses<br />

bend spacetime, which in turn affects<br />

the motion of masses, describing the<br />

phenomenon of gravity. The propagation<br />

of spacetime distortions caused<br />

by accelerated masses is now known<br />

as gravitational waves, and they produce<br />

tiny changes in distance at great<br />

distances from their source. Although<br />

Einstein developed the theory of the<br />

existence of these gravitational waves<br />

in 1915, he assumed at the time that<br />

we would not be able to detect them<br />

on Earth. In 2015, scientists succeeded<br />

in detecting exactly these gravitational<br />

waves [2]. With the help of the<br />

LIGO (Laser Interferometer Gravitational-Wave<br />

Observatory) in the USA,<br />

the collision of two black holes, both<br />

many times the mass of our Sun, was<br />

detected. This collision occurred at a<br />

distance of 1.3 billion light-years from<br />

Earth, making it possible to observe a<br />

cosmic event that took place 1.3 billion<br />

years ago. Since then, more than 100<br />

such events have been recorded [3].<br />

How can we think of gravitational<br />

waves? A simple analogy is a large,<br />

still lake into which a stone is thrown.<br />

Waves are created at the point where<br />

the stone hits the surface of the water.<br />

These waves slowly lose strength<br />

with distance from the point of impact,<br />

so that the waves are barely<br />

noticeable on the shore of the lake.<br />

If this observation were applied to<br />

space, the lake would be our universe<br />

and the rock would symbolize a disturbance<br />

of space-time by an accelerated<br />

mass, such as a moving star or a<br />

collapsing black hole. We would hardly<br />

notice the effect in terms of gravitational<br />

waves at our measuring position,<br />

the Earth as an analogy to the<br />

shore of the lake. This is because,<br />

in addition to the distance from the<br />

events, space-time is very rigid and<br />

much less susceptible to oscillation<br />

than water. This means that only extreme<br />

events, such as the merging of<br />

black holes, can generate measurable<br />

gravitational waves.<br />

The distance changes caused<br />

by gravitational waves are extremely<br />

small. For example, a gravitational<br />

wave caused by the merging of black<br />

a second. These tiny measurements<br />

also place special demands on the<br />

measurement technology to be used.<br />

The central property of special<br />

relativity, that the speed of light is<br />

constant for any observer, was demonstrated<br />

by Michelson and Morley<br />

using a Michelson interferometer.<br />

The principle on which this instrument<br />

is based is laser interferometry<br />

[4]. Such laser interferometers<br />

are also used to detect gravitational<br />

waves, as they can measure tiny<br />

changes in distance extremely well.<br />

The special challenge of this method<br />

is the L-shaped arrangement and the<br />

longest possible optical paths (called<br />

arms) of infrared laser light. Long<br />

arms amplify the effect of the gravitational<br />

wave so that the changes in<br />

distance can still be detected. The laser<br />

light is directed into these arms<br />

by semi-transparent mirrors, reflected<br />

at the end by more mirrors, and<br />

returned to its point of origin. There,<br />

the light waves are superimposed (interference).<br />

Interfering, i. e. superimposed,<br />

waves can amplify each other if “wave<br />

crest meets wave crest” at the same<br />

holes in the Milky Way would change wavelength (constructive interference).<br />

the distance between the Sun and the<br />

Earth by only the diameter of a hydrogen<br />

atom. Moreover, for many of the<br />

objects we observe today, this change<br />

in distance lasts only a thousandth of<br />

Or, when the “wave crest and<br />

trough” meet, extinction occurs (destructive<br />

interference). In the experiment,<br />

the system is set up so that no<br />

light is visible at the output. When a<br />

Fig. 1: Screw pump and magnetically levitated turbopump from Pfeiffer Vacuum<br />

42 PROCESS TECHNOLOGY & COMPONENTS <strong>2024</strong>

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