Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Lars_Blomberg_091008_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 1 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 23:59 |
Key Words | | Ideal solar wind |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 0.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 125.00000 |
Conductance Model | | uniform,p=5,h=5 |
Corotation | | no |
Run Number | | Lars_Blomberg_091008_1 |
Minimum Dst Value | | -50 |
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.
Satellite data B plot for GOES-10 for time period of this run.
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)
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