Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jong-Sun_Park_071920_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 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | B plot | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | October 05, 2006 |
Start Time | | 2006/10/05 00:00 |
End Time | | 2006/10/05 08:00 |
Key Words | | electric potential |
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 | | -8.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.43 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 77.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jong-Sun_Park_071920_2 |
Minimum Dst Value | | -17 |
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.
Satellite data B plot for GOES-11 for time period of this run.
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)
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