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 GOES-9 for time period of this run.
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