Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_060617_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 08, 2009 |
Start Time | | 2009/03/08 00:00 |
End Time | | 2009/03/12 00:00 |
Key Words | | C1XS transit |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 67.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_060617_2 |
Minimum Dst Value | | -11 |
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-12 for time period of this run.
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)
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