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Quantified object shared between two or three measures

Open lfoppiano opened this issue 5 years ago • 0 comments

Here a case where is not really clear how to proceed:

Text: By using a technique based on the sunward turn back distance in the continuum (e.g., Mueller et al. 2013) we determined a velocity approximately between 28 and 46 m/s at a heliocentric distance of 4.59 AU, then between 44 and 74 m/s at 3.77 AU, and between 48 and 80 m/s at 3.28 AU, all for β = 1 dust grains, see Figure 1

Preliminary annotations

By using a technique based on the sunward turn back distance in the continuum (e.g., Mueller et al. 2013) we determined a velocity approximately between <measure type="interval" ptr="#8253c5a9-6a61-45fd-bc73-d4f8f7d36632">28 and 46 m/s</measure> at a <quantifiedObject id="490dd318-5029-4136-82ea-29737dd1e203">heliocentric distance</quantifiedObject> of <measure type="value" ptr="#490dd318-5029-4136-82ea-29737dd1e203">4.59 AU</measure>, then between <measure type="interval">44 and 74 m/s</measure> at <measure type="value">3.77 AU</measure>, and between <measure type="interval">48 and 80 m/s</measure> at <measure type="value">3.28 AU</measure>, all for β = <measure type="value">1</measure> dust grains, see Figure 1. The ranges are relatively broad because of the inherent difficulty of determining a single value for the turn back distance in a continuous brightness distribution.

There are two objects:

  • velocity
  • heliocentric distance

which are repeated for three cases where both change... What should we do? This looks like a complex case 😄

lfoppiano avatar Nov 26 '18 16:11 lfoppiano