The post explains the fundamental tips and theories which may be useful for the newcomers while designing or dealing with basic inverter concepts. Let's learn more.
What's an Inverter
It's a device which converts or inverts a low voltage, high DC potential into a low current high alternating voltage such as from a 12V automotive battery source to 220V AC output.
Basic Principle behind the above Conversion
The basic principle behind converting a low voltage, DC to high voltage AC is to use up the stored high current inside a DC source and step it up to a high voltage.
This is basically achieved by using an inductor, which is primarily a transformer having two sets of winding namely primary (input) and secondary (output).
The primary winding is meant for receiving the direct high current input while the secondary is for inverting this input into the corresponding high voltage low current alternating output.
What is Alternating Voltage or Current
By alternating voltage we mean a voltage which switches its polarity from positive to negative and vice versa many times a second depending upon the set frequency at the input of the transformer.
Generally this frequency is a 50Hz or 60 Hz depending upon the particular country's utility specs.
An artificially generated frequency is used at the above rates for feeding the output stages which may consist of power transistors or mosfets or GBTs integrated with the power transformer.
The power devices respond to the fed pulses and drive the connected transformer winding with the corresponding frequency at the given battery current and voltage.
The above action induces an equivalent high voltage across the transformer secondary winding which ultimately outputs the required 220V or 120V AC.
How the Transformer Converts a given Input
As discussed above, the transformer will have two winding one primary and the other secondary, The winding react in such a way that a current applied at the primary winding electromagnetically induces a proportionately relevant power at the secondary winding.
So if the primary is rated at 12V and the secondary at 220V, the 12V input to the primary would induce and generate a 220V across the secondary terminals.
However the input to the primary cannot be a direct current, meaning though the source may be a DC, it must be applied in a pulsed form or intermittently across the primary, or in the form of a frequency at the specified level, we have discussed this in the previous section.
This is required so that the inherent attributes of an inductor can be implemented, according to which an inductor restricts a fluctuating current and tries to balance it by throwing an equivalent current into the system during the absence of the input.
Therefore when the DC is applied, the primary stores this current, and when the DC is disconnected from the winding, allows the winding to kick back the stored current across its terminals.
However since the terminals are disconnected, this back emf gets induced into the secondary winding, constituting the required AC across the secondary output terminals.
The above explanation thus shows that a pulser circuit or more simply put, an oscillator circuit becomes imperative while designing an inverter.
How to Design an Oscillator Circuit for an Inverter
An oscillator stage is perhaps the simplest part in an inverter circuit. It's basically an astable multivibrator configuration which can be made through many different ways.
You can use NAND gates, NOR gates, devices with built-in oscillators such as IC 4060, IC LM567 or just utterly a 555 IC. Another option is the use of transistors and capacitors in standard astable mode.
The following images show the different oscillator configurations which can be effectively employed for achieving the basic oscillations for any proposed inverter design.
In the following diagrams we see a few popular oscillator circuit designs, the outputs are square wave which are actually positive pulses, the high square blocks indicate positive potentials, the height of the square blocks indicate the voltage level, which is normally equal to the applied supply voltage to the IC, and the width of the square blocks indicate the time span for which this voltage stays alive.
The Role of an Oscillator in an Inverter Circuit
As discussed in the previous section, an oscillator stage is required for generating basic voltage pulses for feeding the subsequent power stages.
However the pulses from these stages can be too low with their current outputs, and therefore it cannot be fed directly to the transformer or to the power transistors in the output stage.
In order to push the oscillation current to the required levels, an intermediate driver stage is normally employed, which might consist of a couple of high gain medium power transistors or even something more complex.
However today with the advent of sophisticated mosfets, a driver stage may be completely eliminated.
This is because mosfets are voltage dependent devices and does not rely on current magnitudes for operating.
With the presence of a potential above 5V across their gate and source, most mosfets would saturate and conduct fully across their drain and source, even if the current is as low as 1mA
This makes conditions hugely suitable, and easy for applying them for inverter applications.
We can see that in the above oscillator circuits, the output is a single source, however in all inverter topologies we require an alternately or oppositely polarized pulsing outputs from two sources. This can be simply achieved by adding an inverter gate stage (for inverting the voltage) to the existing output from the oscillators, see the figures below.
Configuring Oscillator Stage to Design Small Inverter Circuits
Now let's try to understand the easy methods through which the the above explained with oscillator stages can be attached with a power stage for creating effective inverter designs quickly.
Designing an Inverter Circuit using NOT Gate Oscillator
The following figure shows how a small inverter can be configured using a NOT gate oscillator such as from the IC 4049.
Here basically N1/N2 forms the oscillator stage which create the required 50Hz or 60Hz clocks or oscillations required for the inverter operation. N3 is used for inverting these clocks because we need to apply oppositely polarized clocks for the power transformer stage.
However we can also see N4, N5 N6 gates, which are configured across the input line and output line of N3.
Actually N4, N5, N6 are simply included for accommodating the 3 extra gates available inside the IC 4049, otherwise only the first N1, N2, N3 could be alone used for the operations, without any issues.
The 3 extra gates act like buffers and also make sure that these gates are not left unconnected, which can otherwise create adverse effect on the IC in the long run.
The oppositely polarized clocks across the outputs of N4, and N5/N6 are applied to the bases of power BJT stage using TIP142 power BJTs, which are capable of handling a good 10 amp current. The transformer can be seen configured across the collectors of the BJTs.
You will find that no intermediate amplifier or driver stages are used in the above design because the TIP142 itself has an internal BJT Darlington stage for the required in-built amplification and therefore are able to comfortably amplify the low current clocks from the NOT gates into high current oscillations across the connected transformer winding.
More IC 4049 inverter designs can found below:
Designing an Inverter Circuit using Schmidt Trigger NAND gate Oscillator
The following figure shows how an oscillator circuit using IC 4093 can be integrated with a similar BJT power stage for creating a useful inverter design.
The figure demonstrates a small inverter design using IC 4093 Schmidt trigger NAND gates. Quite identically here too the N4 could have been avoided and the BJT bases could have been directly connected across the inputs and the outputs N3. But again, N4 is included to accommodate the one extra gate inside the IC 4093 and to ensure that its input pin not left unconnected.
More similar IC 4093 Inverter designs can be referred from the following links:
Pinout diagrams for the IC 4093 and IC 4049
NOTE: The Vcc, and Vss supply pins of the IC are not shown in the inverter diagrams, these must be appropriately connected with the 12V battery supply, for 12V inverters. For higher voltage inverters this supply must be appropriately stepped down to 12V for the IC supply pins.
Designing a Mini Inverter Circuit using IC 555 Oscillator
From the above examples, it becomes quite evident that the most basic forms of inverters could be designed by simply coupling a BJT + transformer power stage with an oscillator stage.
Following the same principle an IC 555 oscillator can be also used for designing a small inverter as shown below:
The above circuit is self explanatory, and perhaps does not require any further explanation.
More such IC 555 inverter circuit can be found below:
Understanding Inverter Topologies (How to Configure the Output Stage)
In the above sections we learned about the oscillator stages, and also the fact that the pulsed voltage from the oscillator goes straight to the preceding power output stage.
There are primarily three ways through which an output stage of an inverter may be designed.
By Using a:
- Push Pull Stage (with Center Tap Transformer) as explained in the above examples
- Push Pull Half-Bridge Stage
- Push Pull Full-Bridge or H-Bridge Stage
The push pull stage using a center tap transformer is the most popular design because it involves simpler implementations and produces guaranteed results.
However it requires bulkier transformers and output is lower in efficiency.
A couple of inverter designs can be seen below which employs a center tap transformer:
In this configuration, basically a center tap transformer is used with its outer taps connected to the hot ends of the output devices (transistors or mosfets) while the center tap either goes to the negative of the battery or to the positive of the battery depending upon the type of devices used (N type or P type).
A half bridge stage does not make use of s center tap transformer.
A half bridge configuration is better than a center tap push pull type of circuit in terms of compactness and efficiency, however it requires large value capacitors for implementing the above functions.
A full bridge or an H-bridge inverter is similar to a half bridge network since it also incorporates an ordinary two tap transformer and does not require a center tap transformer.
The only difference being the elimination of the capacitors and the inclusion of two more power devices.
A full bridge inverter circuit consists of four transistors or mosfets arranged in a configuration resembling the letter "H".
All The four devices may be N channel type or with two N channel and two P channel depending upon the external driver oscillator stage that's being used.
Just like a half bridge, a full bridge also requires separate, isolated alternately oscillating outputs for triggering the devices.
The result is the same, the connected transformer primary is subjected to a reverse forward kind of switching of the battery current through it. This generates the required induced stepped up voltage across the output secondary winding of the transformer. Efficiency is highest with this design.
H-Bridge Transistor Logic Details
The following diagram shows a typical H-bridge configuration, the switching are made as under:
A HIGH, D HIGH - forward push
B HIGH, C HIGH - reverse pull
A HIGH, B HIGH - dangerous (prohibited)
C HIGH, D HIGH - dangerous (prohibited)
The above explanation provides the basic information regarding how to design an inverter, and may be incorporated only for designing a ordinary inverter circuits, typically the square wave types.
However there are many further concepts that may be associated with inverter designs like making a sine wave inverter, PWM based inverter, output controlled inverter, these are just additional stages which may be added in the above explained basic designs for implementing the said functions.
We will discuss them some other time or may be through your valuable comments.