Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Masaki_Nishino_082019_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 11, 2007 |
Start Time | | 2007/02/11 00:00 |
End Time | | 2007/02/12 00:00 |
Key Words | | LDSW |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -18.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.07 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 72.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Masaki_Nishino_082019_1 |
Minimum Dst Value | | -28 |
SW Source | | ACE-realtime |
Diagnostic Indices | | YES, plot them |
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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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