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Chord (astronomy)

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17: 46:, the length of the chord can be determined giving an indication of the size of the occulting object. By combining observations made from several different locations, multiple chords crossing the occulting object can be determined giving a more accurate shape and size model. This technique of using multiple observers during the same event has been used to derive more sophisticated shape models for 116:
to the brightness of the target star with the distance along the streak direction indicates time; this allows for very high temporal accuracy even when the target star may be too dim for the method described above using high frequency short exposures. With high enough temporal resolution even the angular size of the background star can be determined.
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along the lightcurve. A second method of achieving very high temporal accuracy is to actually use a long exposure and allow the target star to drift across the CCD during the exposure. This method, known as the trailed image method, produces a streak along the photograph whose thickness corresponds
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Once the lightcurve has been recorded the chord across the occulting object can be determined via calculation. By using the start and end times of the occultation event the position in space of both the observer and the occulting object can be worked out (a process complicated by the fact that both
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is recorded. The recording of the lightcurve continues during and for a short time after the predicted event. This extra recording time is due in part to uncertainties in the occulting objects orbit but also due to the possibility of detecting other objects orbiting the primary object (for example
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The exact method of lightcurve determination is dependent on the specific equipment available to the observer and the goals of the observation, however in all occultation events accurate timing is an essential component of the observation process. The exact time that the foreground object eclipses
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In addition to using a known orbit to determine an objects size, the reverse process can also be used. In this usage the occulting object's size is taken to be known and the occultation time can be used to determine the length of the chord the background object traced across the foreground object.
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Because an occultation event for an individual object is quite rare, the process of observing occultation events begins with the creation of a list of candidate targets. The list is generated from a computer by analyzing the orbital motions of a large collection of objects with known orbital
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the other can be used to work out a very precise position along the occulting object's orbit. Also, since the duration of the drop in the measured lightcurve gives the object's size and since occultation events typically only last somewhere on the order of a few seconds, very fast
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the object and the observer are moving). Knowing these two locations, combined with the direction to the background object, the two endpoints of the chord can be determined using simple
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passes over the site of an observer, the preparations for the observation begin. A few minutes before the event is expected to happen the observing telescope is targeted to the target
58:. During this event a team of at least 105 observers recorded 75 chords across the asteroid's surface allowing for a very accurate size and shape determination. 42:
event. By taking accurate measurements of the start and end times of the event, in conjunction with the known location of the observer and the object's
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Kravtsov, F. I.; Lukyanik, I. V. (2008). "Observations of Asteroid Occultations by the Trailed-Image Method".
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Knowing this chord and the foreground object's size, a more precise orbit for the object can be determined.
286: 50:, whose shape can be highly irregular. A notable example of this occurred in 2002 when the asteroid 175: 246: 200: 163: 8: 143: 112: 250: 204: 262: 216: 196: 20: 266: 166:. euraster.net (a website for Asteroidal Occultation Observers in Europe). 2002-09-17 254: 220: 208: 66: 16: 92: 96: 258: 280: 108: 51: 79: 65:
This usage of the term "chord" is similar to the geometric concept (see:
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typically refers to a line crossing an object which is formed during an
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Elliot, J. L.; Dunham, E.; Mink, D. (1977). "The rings of Uranus".
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underwent a stellar occultation of a very bright star as seen from
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parameters. Once a candidate event has been chosen whose
24: 236: 278: 186: 139:The International Occultation Timing Association 232: 230: 144:A Brief Discussion of Occultations by Asteroids 164:"2002 European Asteroidal Occultation Results" 227: 239:Kinematics and Physics of Celestial Bodies 180: 15: 156: 279: 72: 134:Upcoming Asteroid Occultation Events 13: 14: 298: 127: 111:are required to allow for high 1: 149: 7: 10: 303: 259:10.3103/S0884591308060081 99:system around the planet 103:was detected this way). 27: 19: 287:Astronomical events 251:2008KPCB...24..317K 205:1977Natur.267..328E 113:temporal resolution 73:Observation process 197:Cornell University 28: 21:Transit of mercury 109:integration times 91:in the case of a 23:chord across the 294: 271: 270: 234: 225: 224: 213:10.1038/267328a0 184: 178: 174: 172: 171: 160: 67:Chord (geometry) 30:In the field of 302: 301: 297: 296: 295: 293: 292: 291: 277: 276: 275: 274: 235: 228: 185: 181: 169: 167: 162: 161: 157: 152: 130: 93:binary asteroid 86:and the star's 75: 12: 11: 5: 300: 290: 289: 273: 272: 245:(6): 317–322. 226: 179: 154: 153: 151: 148: 147: 146: 141: 136: 129: 128:External links 126: 74: 71: 9: 6: 4: 3: 2: 299: 288: 285: 284: 282: 268: 264: 260: 256: 252: 248: 244: 240: 233: 231: 222: 218: 214: 210: 206: 202: 198: 194: 190: 183: 177: 165: 159: 155: 145: 142: 140: 137: 135: 132: 131: 125: 123: 117: 114: 110: 104: 102: 98: 94: 89: 85: 81: 70: 68: 63: 59: 57: 53: 52:345 Tercidina 49: 45: 41: 37: 33: 26: 22: 18: 242: 238: 192: 188: 182: 168:. Retrieved 158: 118: 105: 80:ground track 76: 64: 60: 35: 29: 199:: 328–330. 95:, also the 40:occultation 170:2008-12-03 150:References 88:lightcurve 267:123449923 48:asteroids 34:the term 32:astronomy 281:Category 195:(5609). 176:(Chords) 122:geometry 247:Bibcode 221:4194104 201:Bibcode 265:  219:  189:Nature 101:Uranus 56:Europe 263:S2CID 217:S2CID 44:orbit 36:chord 97:ring 84:star 255:doi 209:doi 193:267 25:sun 283:: 261:. 253:. 243:24 241:. 229:^ 215:. 207:. 191:. 124:. 269:. 257:: 249:: 223:. 211:: 203:: 173:.

Index


Transit of mercury
sun
astronomy
occultation
orbit
asteroids
345 Tercidina
Europe
Chord (geometry)
ground track
star
lightcurve
binary asteroid
ring
Uranus
integration times
temporal resolution
geometry
Upcoming Asteroid Occultation Events
The International Occultation Timing Association
A Brief Discussion of Occultations by Asteroids
"2002 European Asteroidal Occultation Results"
(Chords)
Cornell University
Bibcode
1977Natur.267..328E
doi
10.1038/267328a0
S2CID

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