Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Misha_Hayosh_050604_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 20 1997 |
Start Time | | 1997/03/20 12:01 |
End Time | | 1997/03/20 18:59 |
Key Words | | Magnetosheath |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 2 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 3.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.90 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Misha_Hayosh_050604_4 |
Minimum Dst Value | | 5 |
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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)
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