Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: monte_andres_081511_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 23 2000 |
Start Time | | 2000/04/23 00:00 |
End Time | | 2000/04/24 23:59 |
Key Words | | lowest resolutionRCM |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 10.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 208.00000 |
Conductance Model | | uniformp5,h5 |
Corotation | | no |
Run Number | | monte_andres_081511_2 |
Minimum Dst Value | | -61 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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