Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patrick_Daum_050706_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 14 2001 |
Start Time | | 2001/02/14 9:40 |
End Time | | 2001/02/14 9:48 |
Key Words | | Eiscat_Cluster_FTE_9_45 |
Model | | BATSRUS with RCM |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Patrick_Daum_050706_1 |
Minimum Dst Value | | 0 |
SW Source | | DSCOVR-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 Cluster-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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