Current location - Education and Training Encyclopedia - University rankings - In the experiment of Newton's ring in college physics, what do two quantities with △ mean when processing data by differential method, and how to calculate them?
In the experiment of Newton's ring in college physics, what do two quantities with △ mean when processing data by differential method, and how to calculate them?
Is the error value of this quantity. According to the book, the average above is the average of errors.

The calculation method is:

1, first find the value of Dm-Dn measured each time;

2, and then find the average of eight measurements.

This paper analyzes the paper tape in the experiment of "finding the acceleration of a variable-speed linear moving object" in senior high school physics.

Use the formula △ x = at 2; X3-X 1=X4-X2=Xm-Xm-2 .

When the time interval t is equal, suppose X 1, X2, X3, X4 are measured? Four distances, then the acceleration: a=(X4-X2)+(X3X 1)/2×2T2.

Extended data:

Uncertainty of successive difference method;

Such as Newton's ring experiment.

Where k= 1, 2, 3, 4, 5. * * * Measure the diameters of 10 ring and D 1 ring.

The uncertainty of class a x is

=

, where s is the sample variance.

Class b uncertainty of x is

The class B uncertainty of Newton's ring experiment should be calculated with paired data. In this case, d 10d9 cannot be used to calculate the uncertainty of class B, because d 10 and d5 are paired in the step-by-step method.

Class a uncertainty algorithm is similar.

Class B uncertainty is 0, which is completely different from Newton's ring experiment.

Baidu Encyclopedia-Differential Method