Hubble Image of the Week – White Dwarf Stein 2051 B

Century-Old Relativity Experiment Measures a White Dwarf's Mass

The bright star in the center of the image is the nearby white dwarf Stein 2051 B, only 17 light-years from Earth. The smaller star below is about 5,000 light-years away.  Credit: NASA, ESA, and K. Sahu (STScI)

Hubble observed the nearby white dwarf star Stein 2051 B as it passed in front of a background star. During the close alignment, the white dwarf’s gravity bent the light from the distant star, making it appear offset by about 2 milliarcseconds from its actual position. This deviation is so small that it is equivalent to observing an ant crawl across the surface of a quarter from 1,500 miles (2,400 kilometers) away.

A century ago, Albert Einstein published his famous theory of relativity. He proposed that all objects physically warp the fabric of space, with larger masses producing a more pronounced effect, and very massive objects (such as the Sun) causing light to travel along curved paths through space. Such an effect was first observed during the 1919 solar eclipse by English astronomer Arthur Eddington.

Researchers had to wait a century, however, to get a telescope powerful enough to detect this gravitational microlensing caused by a star outside the Solar System. Even around objects with very large masses, such as stars, this effect is very slight, making such detections extremely challenging for ground-based telescopes. It is, however, within the capabilities of the NASA/ESA Hubble Space Telescope, which gathered the data comprising this Picture of the Week.

The bright star in the center of the image is the nearby white dwarf Stein 2051 B, only 17 light-years from Earth. The smaller star below is about 5,000 light-years away. Astronomers observed Stein 2051 B eight times within two years while the white dwarf traveled in front of the distant background star. During the close alignment, the white dwarf’s gravity bent the light from the distant star, making it appear offset by about 2 milliarcseconds from its actual position. This deviation is so small that it is equivalent to observing an ant crawl across the surface of a 1€ coin from 2,300 kilometers (1,400 miles) away.

 

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