Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jennifer_Meehan_061510_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 10 2000 |
Start Time | | 2000/02/10 12:00 |
End Time | | 2000/02/11 02:00 |
Key Words | | Hampton REU 021000 data |
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 | | -11.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 171.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jennifer_Meehan_061510_3 |
Minimum Dst Value | | -20 |
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 GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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