Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Patrick_Daum_030106_2 | |
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_42pres |
Model | | BATSRUS |
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_030106_2 |
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 Geotail for time period of this run.
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)
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