Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yong_Shi_041012_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 10, 1997 |
Start Time | | 1997/01/10 09:30 |
End Time | | 1997/01/10 12:30 |
Key Words | | solar wind dynamic pressure |
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 | | -25.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.44 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 73.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yong_Shi_041012_1 |
Minimum Dst Value | | -78 |
SW Source | | DSCOVR-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 Polar for time period of this run.
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)
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