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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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