Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Dibyendu_Sur_100420_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 07, 2012 |
Start Time | | 2012/03/07 00:00 |
End Time | | 2012/03/12 02:00 |
Key Words | | CPCPN_CPCPS |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -9.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.49 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Dibyendu_Sur_100420_1 |
Minimum Dst Value | | -143 |
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 THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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