Question

The Project 1. Make a python script to calculate the gravitational force and velocity during one revolution of Mercury around the Sun using the Newton's law of gravitation # Constants in the specified units G = 39.4769 # Gravitational constant (AU^3/(Ms * y^2)) Sun's mass = 1.0 # Mass of the Sun (Ms) AU = 1.0 # Astronomical Unit (AU) a) Mercury Perihelion = 0.307 AU Maximum orbital speed =0.387 AU/yr Mercury's mass= 1.65e-07 Ms

          The Project
1. Make a python script to calculate the gravitational force and velocity during one revolution of
Mercury around the Sun using the Newton's law of gravitation
# Constants in the specified units
G = 39.4769 # Gravitational constant (AU^3/(Ms * y^2))
Sun's mass = 1.0 # Mass of the Sun (Ms)
AU = 1.0 # Astronomical Unit (AU)
a) Mercury
Perihelion = 0.307 AU
Maximum orbital speed =0.387 AU/yr
Mercury's mass= 1.65e-07 Ms

The Project
1. Make a python script to calculate the gravitational force and velocity during one revolution of
Mercury around the Sun using the Newton's law of gravitation
# Constants in the specified units
G = 39.4769 # Gravitational constant (AU^3/(Ms * y^2))
Sun's mass = 1.0 # Mass of the Sun (Ms)
AU = 1.0 # Astronomical Unit (AU)
a) Mercury
Perihelion = 0.307 AU
Maximum orbital speed =0.387 AU/yr
Mercury's mass= 1.65e-07 Ms

Added by Joan W.

Computer Science and Information Technology

Trishna Knowledge Systems 2018 Edition

Instant Answer

Solved by Expert Hubert Agamasu

02/14/2022

Step 1

Step 1: Calculate the gravitational force between Mercury and the Sun using Newton's law of gravitation: The formula for gravitational force is given by: \[ F = \frac{G \times (m1 \times m2)}{r^2} \] Where: F = gravitational force G = gravitational constant m1, m2 Show more…

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The Project 1. Make a Python script to calculate the gravitational force and velocity during one revolution of Mercury around the Sun using Newton's law of gravitation. # Constants in the specified units G = 39.4769 # Gravitational constant (AU^3/Msy^2) Sun's mass = 1.0 # Mass of the Sun (Ms) AU = 1.0 # Astronomical Unit (AU) a) Mercury Perihelion = 0.307 AU Maximum orbital speed - 0.387 AU/yr Mercury's mass = 1.65e-07Ms