Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jan_Merka_112502_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 11 1999 |
Start Time | | 1999/05/11 10:00 |
End Time | | 1999/05/11 21:00 |
Key Words | | Disappearing solar wind. Bow shock. Magnetopause. |
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 | | 15.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 60 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jan_Merka_112502_1 |
Minimum Dst Value | | -3 |
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 Polar for time period of this run.
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)
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