
Three stars pull on each other with Newton's law of gravity. Drag the stars and their velocity arrows, choose famous starting setups such as the figure-eight, and run a twin copy with a one-millionth nudge to watch chaos grow.
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Two isolated Newtonian point masses have conic-section relative orbits: bound ellipses or unbound parabolic and hyperbolic paths. Three or more bodies generally require numerical integration. Special periodic solutions exist; not every three-body system is chaotic. No. This is a planar educational model in dimensionless units, using velocity Verlet and softened gravity. The figure-eight is an approximation of a special Newtonian orbit. It omits collisions, relativity and real planetary data.
ស្តង់ដារ៖ Common Core CCSS.MATH.CONTENT.HSF.IF.B.4, CCSS.MATH.CONTENT.HSF.IF.C.7
Two isolated Newtonian point masses have conic-section relative orbits: bound ellipses or unbound parabolic and hyperbolic paths. Three or more bodies generally require numerical integration. Special periodic solutions exist; not every three-body system is chaotic.
Raise Number of bodies from 2 to 12. Select a body, change its mass multiplier or initial velocity, or drag its numbered marker. Each edit starts a new experiment; Reset experiment restores the original two-body setup.
No. This is a planar educational model in dimensionless units, using velocity Verlet and softened gravity. The figure-eight is an approximation of a special Newtonian orbit. It omits collisions, relativity and real planetary data.
ដាក់វាចូលទៅក្នុង LMS ប្លក់ ឬគេហទំព័រថ្នាក់រៀនរបស់អ្នក — ឥតគិតថ្លៃ។
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Three stars pull on each other with Newton's law of gravity. Drag the stars and their velocity arrows, choose famous starting setups such as the figure-eight, and run a twin copy with a one-millionth nudge to watch chaos grow.
Type any function and see its shape straight away. Plot up to three at once in three colours to compare them, drag the trace point to read a value off a curve, and see where each one crosses zero.
Spin a spinner, flip a coin or roll a die and watch two sets of bars: the chances the shapes predict, and the results you actually got. Ten spins prove nothing; a few hundred and the two are hard to tell apart.
Move m and watch the line tilt; move b and watch it slide. Or drag the two points on the line and read the equation it writes back. A rise-over-run staircase climbs the line so slope becomes something you can count.
Approximate the area under a curve with strips and choose how each takes its height: left edge, right edge, middle, or a sloping top. Push the strip count up and watch the error fall, with the running total plotted as its own curve.
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