Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: sanchita_pal_022416_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2005 |
Start Time | | 2005/03/17 00:00 |
End Time | | 2005/03/17 23:00 |
Key Words | | st |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -5.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 33.27 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 100.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | sanchita_pal_022416_1 |
Minimum Dst Value | | -27 |
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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