Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kris_Kersten_101011_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 18 2001 |
Start Time | | 2001/10/18 14:00 |
End Time | | 2001/10/18 20:59 |
Key Words | | quiet time |
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 | | -1.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 227.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Kris_Kersten_101011_1 |
Minimum Dst Value | | -3 |
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 Geotail for time period of this run.
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)
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