Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patrick_Daum_021506_2.1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 14 2001 |
Start Time | | 2001/01/14 7:00 |
End Time | | 2001/01/14 15:00 |
Key Words | | EISCAT_CLUSTER_CORR |
Model | | OpenGGCM |
Model Version | | 3 |
Validation Level | | 2 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -30.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Patrick_Daum_021506_2.1 |
Minimum Dst Value | | -17 |
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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