Key Facts

Overview

Markov is a mid-sized asteroid orbiting between Mars and Jupiter in the main portion of the asteroid belt. NASA JPL has not classified Markov as potentially hazardous because its orbit does not bring it close to Earth.

Markov orbits the sun every 1,780 days (4.87 years), coming as close as 2.78 AU and reaching as far as 2.98 AU from the sun. Markov is about 4.9 kilometers in diameter, making it larger than 99% of asteroids, comparable in size to the San Francisco Bay.

No Close Approaches

Markov's orbit is 1.76 AU from Earth's orbit at its closest point. This means that there is an extremely wide berth between this asteroid and Earth at all times.

Orbital simulations conducted by NASA JPL's CNEOS do not show any close approaches to Earth.

Images and Observations

Markov's orbit is determined by observations dating back to Sept. 7, 1997. It was last officially observed on May 3, 2023. The IAU Minor Planet Center records 2,020 observations used to determine its orbit.

Accessibility and Exploration

This asteroid is not considered a viable target for human exploration by the NHATS study.

Similar Objects

These objects have orbits that share similar characteristics to the orbit of Markov:

References

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Orbital Elements

  • Epoch: 2460200.5 JD
  • Semi-major axis: 2.878 AU
  • Eccentricity: 0.0356
  • Inclination: 2.97°
  • Longitude of Ascending Node: 70.61°
  • Argument of Periapsis: 213.2°
  • Mean Anomaly: 224.15°

Physical Characteristics

  • Diameter: 4.85000 km
  • Magnitude: 14.06
  • Albedo: 0.273

Derived Characteristics

  • Orbit Period: 1,780 days (4.87 years)
  • Avg. Orbit Speed: 17.59 km/s
  • Aphelion Distance: 2.98 AU
  • Perihelion Distance: 2.78 AU

Map Comparison

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Orbit Simulation

Sky Map

The position of Markov is indicated by a ◯ pink circle. Note that the object may not be in your current field of view. Use the controls below to adjust position, location, and time.

Size Rendering

The above comparison is an artistic rendering that uses available data on the diameter of Markov to create an approximate landscape rendering with Mount Everest in the background. This approximation is built for full-resolution desktop browsers. Shape, color, and texture of asteroid are imagined.