Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zdenek_Nemecek_061009_1b | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 28 1996 |
Start Time | | 1996/07/28 12:00 |
End Time | | 1996/07/28 13:30 |
Key Words | | IP shock, magnetosheath, bow shock, magnetopause |
Model | | BATSRUS |
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 | | 23.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 77.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Zdenek_Nemecek_061009_1b |
Minimum Dst Value | | 12 |
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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