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.
Satellite data B plot for Geotail for time period of this run.
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)
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