Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Misha_Hayosh_080805_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 26 1998 |
Start Time | | 1998/02/26 4:20 |
End Time | | 1998/02/26 12:59 |
Key Words | | Magnetosheath |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 2 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -21.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Misha_Hayosh_080805_1 |
Minimum Dst Value | | -1 |
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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