Measuring the Period (T) and Frequency (F) of a Signal: Order to Calculate the Period, Frequency of a Signal Step 1. Read the Time/div Number.


2.3. Inductance bridge

a. Concept:

An ideal inductor is a coil that only has reactance X L = .L) or is purely inductance L, but in reality, in addition to reactance X L, coil resistance R L is also present . The larger the resistance R L, the worse the quality of the coil. If Q is called the quality of the coil, Q is characterized by the ratio between reactance X L and resistance of the coil:

Maybe you are interested!

Q XL

R L

b. Measure inductance with Voltmeter, Ammeter:

The measuring circuit is connected as shown in Figure 3.24.

A A

U

V

L X R X


Figure 3.24: Measuring inductance with Voltmeter and Ammeter .

The total impedance of the coil is determined:

R 2 X ( L

X

ZU) 2

I

L 2 X 2 = Z 2 - R 2 x


L

2

x


L x

1 ( Z 2 R 2 )

1

Z 2 R 2

X

X

2


The resistor R X is predetermined.

Quality factor: Q XL

R L

(substitute the number in) Q

Figure 3.25: Measuring inductance with Voltmeter, Ammeter and Wattmeter

c. Measure inductance with Voltmeter, Ammeter and Wattmeter: (Figure 3.25)

*

A A

* W W

U

V V

L X R X

P

In case the measuring circuit uses additional resistance Wattmeter R X of the coil,

determined by the expression:

R x I 2

Coil impedance:

R 2 X ( L

X

ZU

I

) 2 Z 2 = R 2 X + (L X ) 2

L 2 x 2 = Z 2 - R 2 X

X

2

Z 2 R 2

1

U 2 P 2

I 2 I 4


L x


Converting to common denominators we have:


1

U 2 I 2 P 2

I 4

1

. I 2

U 2 I 2 P 2

L x

(3.13)


P: Power consumption of the coil is determined by Wattmeter U: Read on Voltmeter

I: Readable on Ammeter

Quality factor: Q XL

R L

(substitute the number in) Q

d. Measure inductance using a simple measuring bridge:

The measuring circuit is connected as shown in Figure 3.26:


C

L X

L 1

I 2

I 1

K

A G

B

U ~

R 2

R 1

D

L 1 : Variable sample coil

value)

L X : Coil whose inductance coefficient needs to be measured L X .

R, R: Sample resistor.

1 2


Figure 3.26: Simple L x measuring bridge

* Principle:

Adjust R 1 , R 2 and L 1 to balance the bridge. When the bridge is balanced we have:

L 1 R 1 = L X R 2

L R 1 L

R

x 1

2

APPLICATION EXERCISES

1. Practice measuring inductance (L).

A A

U

V

L X

R X

- Circuit 1:


* Implementation process

Step 1: Prepare to select measuring tools, materials and equipment). Step 2: Assemble the circuit according to the diagram.

Step 3: Check for cold. Step 4: Power on.

Step 5: Check the safety of the connection points.

Step 6: Observe on the measuring device. Read and record the results. Step 7: Apply the formula to calculate the inductance value.

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- Circuit 2:

A A

* W W

U

V V

L X R X


* Implementation process

Step 1: Prepare to select measuring tools, materials and equipment). Step 2: Assemble the circuit according to the diagram.

Step 3: Check for cold. Step 4: Power on.

Step 5: Check the safety of the connection points.

Step 6: Observe on the measuring device. Read and record the results. Step 7: Apply the formula to calculate the inductance value.

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2. Practice measuring capacitance (C)

A

U

V

C X

- Circuit 1:


* Implementation process

Step 1: Prepare to select measuring tools, materials and equipment). Step 2: Assemble the circuit according to the diagram.

Step 3: Check for cold. Step 4: Power on.

Step 5: Check the safety of the connection points.

Step 6: Observe the measuring instrument. Read and record the results. Step 7: Apply the formula to calculate the capacitance value.

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A

*

* W

U

V

C X

R X

- Circuit 2:


* Implementation process

Step 1: Prepare to select measuring tools, materials and equipment). Step 2: Assemble the circuit according to the diagram.

Step 3: Check for cold. Step 4: Power on.

Step 5: Check the safety of the connection points.

Step 6: Observe the measuring instrument. Read and record the results. Step 7: Apply the formula to calculate the capacitance value.


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LESSON 5: MEASUREMENT BY RESPONSE MACHINE

Module code: MD 13 -05


1. Introduction

- We have understood the basic electrical units but have not found out how the input and output signals work. In this lesson, we will let them know more clearly the input and output signals.

Target

- Present methods of using oscilloscopes to read and measure technical parameters of electrical circuits.

- Proficiently use oscilloscope to measure and read correct values ​​of circuit parameters.

- Comply with factory procedures and regulations

- Train students' discipline, carefulness and meticulousness.

2. Content of the article:

2. 1. Measure alternating current voltage (AC)

When measuring the waveform of a signal in which the AC voltage is superimposed on the DC voltage, if the AC – GND – DC switch is set to the DC position, the reading position of the AC voltage may be outside the display range of the screen. In this case, the waveform can be seen on the screen if the V.POSITION knob is adjusted. However, if the vertical amplifier is saturated, it will cause measurement errors.

The AC voltage can be displayed on the screen by increasing the value on the vertical gain change switch, the amplitude can be smaller but the DC voltage cannot be measured accurately.

If the AC – GND – DC switch is set to AC position, a capacitor C is inserted between the input and the vertical amplifier circuit, so the DC component is blocked and only the AC component passes through. By changing the vertical gain adjustment switch, the AC voltage can be adjusted. But when a capacitor C 0.1uF) is placed in series in the circuit, low frequency signals are dissipated due to the capacitor's capacitive reactance.

The voltage waveform appearing on the screen is a peak-to-peak voltage form. To obtain the effective value of the AC voltage, we apply the following formula:

Effective voltage V RMS )=

Voltage regulator - regulator

Peak-to-peak voltage / 2


2 2

2 )



When the vertical axis sensitivity is 2v/cm

AC voltage measurement


2.1.1. Peak to Peak Voltage Measurement

- Peak-to-peak voltage of the signal (Vpp) is the voltage calculated from the lower peak to the upper peak of the signal.

Example:

Order of calculating Vpp on oscilloscope:

a. Read Vol/div value

b. Read the cell number vertically

c. Vpp = number of vertical cells Volume/Div

Example: Calculate the peak voltage (Vpp) of the following waveform, assuming we are setting Volt/div = 50mv.

Following the above instructions we can easily calculate:

Vpp = 3 cells x 50mv = 150mV

Example 2: Calculate Vpp of the following waveform, knowing that the Volt/div position of the oscilloscope is set at: 0.5V.

Following the above instructions we can easily calculate:

Vpp = 4 cells x 0.5V = 2V

2.2 Measure the period (T) and frequency (f) of the signal: Order to calculate the period and frequency of the signal Step 1. Read the Time/div number.

Step 2. Count the number of cells horizontally in 1 cycle.

Step 3. Signal period: T = number of cells/1T Time/div.

Step 4. Frequency of signal f = 1

T

If: - T = 1s then f = 1 Hz

- T = l ms then f = 1Khz

- T = l µs then f = 1Mhz

For example: When measuring on an oscilloscope, the signal has a waveform as shown below, the Time/div position is 5ms. Calculate the period and frequency of the signal.

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