HP 50g User Manual page 526
Graphing calculator
Hide thumbs
Also See for 50g:
- Advanced user's reference manual (693 pages) ,
- User manual (184 pages) ,
- Quick start manual (47 pages)
Table of Contents
Advertisement
The figure below is a box plot of the data produced. To obtain the graph, first
copy the array just created, then transform it into a column vector by using:
1 +
OBJ
command catalog, ‚N). Store the array into variable DAT by using
function STO (also available through ‚N). Select Bar in the TYPE for
graphs, change the view window to H-VIEW: 0 32, V-VIEW: -10 10, and
BarWidth to 1. Press @CANCL $ to return to normal calculator display.
To perform the FFT on the array in stack level 1 use function FFT available in the
MTH/FFT menu on array DAT: @£DAT FFT. The FFT returns an array of complex
numbers that are the arrays of coefficients X
coefficients X
represents a frequency spectrum of the original data. To obtain
k
the magnitude of the coefficients you could transform the array into a list, and
then apply function ABS to the list. This is accomplished by using: OBJ
ƒ
LIST „Ê
Finally, you can convert the list back to a column vector to be stored in DAT, as
follows:
To plot the spectrum, follow the instructions for producing a bar plot given
earlier. The vertical range needs to be changed to –1 to 80. The spectrum of
frequencies is the following:
The spectrum shows two large components for two frequencies (these are the
sinusoidal components, sin (3x) and cos(5x)), and a number of smaller
components for other frequencies.
ARRY (Functions OBJ
1 ` 2
OBJ
and
ARRY are available in the
of the DFT. The magnitude of the
k
LIST
ARRY STO
μ
Page 16-49
Advertisement
Table of Contents
