Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Katariina_Nykyri_072817_1 | |
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-11 | | | | - | GOES-12 | | | | - | Geotail | | | | - | THEMIS-A | | | | - | THEMIS-B | | | | - | THEMIS-C | | | | - | THEMIS-D | | | | - | THEMIS-E | | | | - |
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View standard CCMC run page. | ?? |
Event Date | | December 25, 2015 |
Start Time | | 07:15 |
End Time | | 2015/12/25 09:00 |
Key Words | | substorm |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -31.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -4.66 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 122.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Katariina_Nykyri_072817_1 |
Minimum Dst Value | | 0 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,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)
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