Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Misha_Hayosh_042403_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 8 1997 |
Start Time | | 1997/08/08 21:03 |
End Time | | 1997/08/09 5:58 |
Key Words | | Magnetosheath |
Model | | UCLA-GGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 20.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Misha_Hayosh_042403_1 |
Minimum Dst Value | | -7 |
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 Wind for time period of this run.
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)
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