Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: YE_TIAN_022520_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | May 23, 2002 |
Start Time | | 2002/05/23 04:00 |
End Time | | 2002/05/25 21:00 |
Key Words | | 2 |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 10.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.52 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 184.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | YE_TIAN_022520_2 |
Minimum Dst Value | | -109 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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