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 GOES-10 for time period of this run.
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)
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