Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patrick_Daum_022706_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 7:00 |
End Time | | 2001/02/14 14:00 |
Key Words | | EISCAT_CLUSTER_CORR_70pres |
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 | | -23.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Patrick_Daum_022706_1 |
Minimum Dst Value | | -40 |
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.
Satellite data B plot for GOES-8 for time period of this run.
![](data: 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)
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