Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Mitko_Danov_061609_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 30 2008 |
Start Time | | 2008/06/30 00:00 |
End Time | | 2008/06/30 22:00 |
Key Words | | FAC, IMF Clock Angle, multiple FAC sheets |
Model | | BATSRUS with RCM |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.50 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 68.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Mitko_Danov_061609_1 |
Minimum Dst Value | | 8 |
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.
Satellite data B plot for THEMIS-B for time period of this run.
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)
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