Patent Application
20220368315
The subject disclosure relates generally to electrical circuit design and, in particular, to digital step attenuators and methods related thereto.
Digital Step Attenuators (DSAs) are used to achieve a target Radio Frequency (RF) signal power. DSAs are linear, precise, and have a low loss, once the DSA has settled. However, the situation is much different during the transition of the DSA from one level to another. For example, it is common for the RF signal level to experience a glitch (e.g., an overshoot and/or an undershoot) as the DSA switches in and out of various attenuation stages. The large variation in signal level (which can be up to around 10 decibels (dBs) or another value) is undesirable, because it can damage sensitive components, cause feedback loops to malfunction, or cause signal distortion. Accordingly, unique challenges exist related to DSAs and achieving the target RF signal power.
It is noted that the above-described description is merely intended to provide a contextual overview of DSAs and is not intended to be exhaustive.
The following presents a simplified summary in order to provide a basic understanding of some aspects described herein. This summary is not an extensive overview of the disclosed subject matter. It is intended to neither identify key nor critical elements of the disclosure nor delineate the scope thereof. Its sole purpose is to present some concepts in a simplified form as a prelude to the more detailed description that is presented later.
In one or more embodiments, a method for selectively attenuating radio frequency signals of an attenuator circuit is provided. The attenuator circuit can include three branches comprising a first branch, a second branch, and a third branch. The first branch comprises a first transistor and a second transistor, the second branch comprises a third transistor, and the third branch comprises a fourth transistor. The method can include, based on the first transistor and the second transistor being in a closed state and the third transistor and the fourth transistor being in an opened state, and in response to an instruction to change a decibel value from a first value to a value of zero, causing the first value to decrease by a defined amount based on opening the first transistor, resulting in a second value. The method also can include causing the second value to decrease by the defined amount based on opening the second transistor, resulting in a third value. Further, the method can include causing the third value to decrease by the defined amount based on closing the third transistor, resulting in a fourth value. Additionally, the method can include causing the fourth value to decrease by the defined amount based on closing the fourth transistor, resulting in a fifth value, wherein the fifth value is zero.
Another embodiment relates to an attenuator circuit that includes an input port and an output port, a first branch, a second branch, and a third branch. The first branch includes a first resistor operatively connected, at a first side, to the input port and, at a second side, to the output port. The first branch also includes a second resistor operatively connected, at a first side, to the first resistor and, at a second side, to a first transistor. Further, the first branch includes a third resistor operatively connected, at a first side, to the first resistor and, at a second side, to a second transistor. The second branch is in a parallel configuration with the first resistor and includes a fourth resistor and a third transistor. The third branch is in a parallel configuration with the first resistor and the second branch. The third branch includes a fourth transistor. The first transistor, the second transistor, the third transistor, and the fourth transistor are configured to be operated independently.
A further embodiment relates to a method that includes independently operating a first transistor, a second transistor, a third transistor, and a fourth transistor of an attenuator cell. Respective state changes of the first transistor, the second transistor, the third transistor, and the fourth transistor do not change the respective states of the other transistors. The attenuator cell can include a first branch that includes a first resistor operatively connected at a first side to an input port and at a second side to an output port. The first branch also includes a second resistor operatively connected, at a first side, to the first resistor and, at a second side, to the first transistor. Further, the first branch includes a third resistor operatively connected, at a first side, to the first resistor and, at a second side, to the second transistor. The attenuator cell also includes a second branch comprising a fourth resistor in a series configuration with the third transistor. The second branch is in a parallel configuration with the first resistor. Also included in the attenuator cell is a third branch that includes a fifth transistor. The third branch is in a parallel configuration with the second branch. The method also includes causing the attenuator cell to generate 2.0 decibels based on the first transistor and the second transistor being in a first state and the third transistor and the fourth transistor being in a second state. The first state is a closed state, and the second state is an opened state.
The disclosure herein is described with reference to the drawings, wherein like reference numerals are used to refer to like elements throughout. In the following description, for purposes of explanation, numerous specific details are set forth in order to provide a thorough understanding of the subject innovation. It may be evident, however, that various disclosed aspects can be practiced without these specific details. In other instances, well-known structures and devices are shown in block diagram form in order to facilitate describing the subject innovation.
A conventional DSA architecture is a cascade of binary stages that can be switched in or out. For example, a 32 dB DSA includes a 16 dB stage, an 8 dB stage, a 4 dB stage, a 2 dB stage, a 1 dB stage, and, optionally, a 0.5 dB stage. Each attenuation stage (e.g., 16 dB, 8 dB, 4 dB, 2 dB, 1 dB, and 0.5 dB) has a 0 dB bypass. Any combination of these stages can provide a defined attenuation between zero and 31.5 dBs.
As mentioned, the RF signal level can experience a glitch (e.g., an overshoot and/or an undershoot) as the DSA switches in and out of various attenuation stages. The glitch becomes worse when the largest bits are added and/or subtracted. For example, to go from −16 dB to −15.5 dB, first the 16 dB stage is removed. Next, the 8 dB stage, the 4 dB stage, the 2 dB stage, the 1 dB stage, and the 0.5 dB stage are added. This process leads to a large attenuation variation during the transition (e.g., an 8 dB glitch can be experienced).
A few different approaches have been used in an attempt to solve this glitch issue. For example, a Voltage Controlled Attenuator (VCA) and a DAC can be utilized to drive the stages. The VCA has smooth continuous attenuation response and the points desired on the curve can be chosen and the voltage can be generated with a DAC. Challenges with this approach is the inaccuracy of the VCA, the slow response time of the DAC, and the poor linearity of the VCA.
Another approach involves a concept borrowed from fast DAC design: a hybrid binary-thermometer DSA architecture. If it is possible to avoid the large binary steps and convert the large binary steps to thermometer coded steps, the worst glitches are reduced. For example, a 32 dB DSA can be made with seven cascaded 4 dB stages plus a 2 dB binary stage, a 1 dB binary stage, and a 0.5 dB binary stage. The 6-bit control signals can be decoded to provide thermometer code for the seven 4 dB stages and binary code for the 3 binary stages. The worst glitch is now the transition between 4 dB and 3.5 dB, on average a 2 dB glitch. This approach works well but the glitch, although reduced, still exists.
As another approach, based on the use of a binary DSA, the addition and subtraction of attenuation needs to occur at the same time, which can minimize the glitch or make the glitch so short (in terms of time) that it is not noticeable. While this can deliver some benefits, it is difficult to achieve. Timing is dependent on process and temperature. Running the attenuation from low to high can have different timing from the reverse (e.g., from high to low). Even if the glitch were made short, it might not be short enough. Further, to obtain control of the timing, the control may have to be slowed down as compared to a different approach. In the end, there will be a remaining glitch.
In another approach, a thermometer coded DSA with a resolution size step can be utilized. As long as the decoder is glitch free, the DSA will have a monotonic response and no glitch. The drawback is the number of switches needed, which will reduce bandwidth and increase die area (e.g., a large amount of hardware is needed). For example, a 32 dB attenuator with a 0.5 dB step will require 64 pass transistors, compared to 7 pass transistors in a binary DSA. Thus, a large amount of hardware is necessary, which increases the die area (or footprint size).
In various devices, such as a radio, for example, the end user can be provided a way to change the signal strength (e.g., a signal level). Such control is necessary because conditions can vary, especially in a wireless context where the signal can fade in and out. Thus, the signal needs to be tracked, in order for the signal to be received and the attenuation can be adjusted to match the signal strength and a constant (or as constant as possible) signal can be output.
Some analog controlled attenuators can receive an input voltage and, based on that input voltage, the attenuation changes. These analog controlled attenuators operate without a glitch. In other words, these analog controlled attenuators are monotonic (e.g., move smoothly from state to state without being non-monotonic). However, analog controlled attenuators are slow and the analog voltage needs to be generated (e.g., using a computer, processor, Digital Analog Converter (DAC), and so on).
DSAs use bits directly instead of going through an analog voltage. Based, at least in part, on the bits, a state of attenuation is set. In order to use the bits, binary coding can be utilized (e.g., a binary coded attenuator). For example, a 32 dB attenuator would need 5 or 6 bits to achieve 32 dB (or 31.5 dB). A first bit is 16 dB, a second bit is 8 dB, a third bit is 4 dB, a fourth bit is 2 dB, a fifth bit is 1 dB, and, optionally, a sixth bit is 0.5 dB. With this combination of bits, that can be added together (or subtracted from one another), a device can be built, between 0 dB and 32 dB (e.g., 31.5 dB).
A thermometer encoded attenuator is different. There is no such thing as a binary bit of attenuation. Instead of adding bits together, the thermometer encoded attenuator operates similar to a thermometer, for example, it goes up or down degree by degree (or step by step). All the steps are the same value. The step value can be any defined value (e.g., 0.5 dB or another value). The thermometer encoded attenuator is operated in a smooth monotonic manner (e.g., goes up monotonically and goes down monotonically).
However, a challenge associated with a thermometer encoded attenuator is that there can be a large number of steps. For example, if the attenuator is a 32 dB attenuator and the step size is 0.5 dB, that results in 64 steps (e.g., each step increasing/decreasing by 0.5 dB). Each step requires its own physical hardware (e.g., resistors, switches, and so on), which makes the attenuator more complicated and larger, which in turn reduces any benefit that is gained due to the monotonic steps. Accordingly, a binary attenuator is more efficient than a thermometer encoded attenuator. For example, as discussed, a binary attenuator (e.g., a 32 dB attenuator) has only 5 or 6 steps (or stages) as compared to the 64 steps (or stages) of the thermometer encoded attenuator.
As another example with respect to conventional attenuators, to go from 16 dB attenuation to 15 dB attenuation, first the 16 dB stage needs to be removed (cannot just get to 15 dB). Then, the 8 dB stage, the 4 dB stage, the 2 dB stage, and the 1 dB stage are added. All these steps introduce a glitch because the signal will not be monotonic (e.g., removing the 16 dB stage is a large drop).
The various embodiments discussed herein retain the advantage of the thermometer encoded attenuator. Further, the various embodiments provide an attenuator that is monotonic (e.g., there is no glitch when implemented properly) while minimizing an amount of components necessary to create the attenuation circuit.
The DSA circuit 200 receives an input signal at input port 202 and generates a corresponding output signal at output port 204.
The DSA circuit 200 includes four resistors, labeled as first resistor 2061, second resistor 2062, third resistor 2063, and fourth resistor 2064. Also included in the DSA circuit 200 are four transistors, which can be Field Effect Transistors (FETs). The transistors are labeled as a first FET 2081, a second FET 2082, a third FET 2083, and a fourth FET 2084. It is noted that the transistors in the DSA circuit 200 are controlled independently from one another. For example, changing states of a transistor (e.g., opening or closing) a transistor does not affect a state of the other transistors in the circuit. Such independent operation mitigates and/or reduces the need to add large additional hardware that increases size and reduces bandwidth. It is noted that conventional attenuators (e.g., the attenuator of
The resistors and transistors are arranged to form three branches, included as a first branch 210, a second branch 212, and a third branch 214. The first branch 210 includes the first resistor 2061, the first FET 2081, the second resistor 2062, and the second FET 2082, and the fourth resistor 2064. The components of the first branch are arranged in a PI configuration, or as a PI-section. However, in some implementations, the components of the first branch can be arranged in a different type of configuration, such as a Tee attenuator or as a bridge Tee attenuator. It is noted that the transistors of the PI-section (or other type of configuration) are controlled independently from one another and independently from the third FET 2083 and the fourth FET 2084 (or other FETs as will be discussed below). Thus, a change in state (e.g., switching from open to electrically shorted or vice versa) of one transistor does not cause a corresponding change to another transistor of the circuit).
In the first branch 210, a first side 216 of the first resistor 2061 is connected (e.g., operatively connected) to the input port 202. A second side 218 of the first resistor 2061 is connected to a first terminal 220 of the first FET 2081. A second terminal 222 of the first FET 2081 is connected to ground.
A first side 224 of the fourth resistor 2064 is connected to the input port 202 and to the first side 216 of the first resistor 2061. Further, a second side 226 of the fourth resistor 2064 is connect to the output port 204 and to a first side 228 of the second resistor 2062. A second side 230 of the second resistor 2062 is connected to a first terminal 232 of the second FET 2082. A second terminal 234 of the second FET 2082 is connected to ground.
For the second branch 212, a first side 236 of the third resistor 2063 is connected to the input port 202. The first side 236 of the third resistor 2063 is also connected to the first side 216 of the first resistor 2061 and the first side 224 of the fourth resistor 2064. A second side 238 of the third resistor 2063 is connected to a first terminal 240 of the third FET 2083. A second terminal 242 of the third FET 2083 is connected to a second side 226 of the fourth resistor 2064 and to the first side 228 of the second resistor 2062.
For the third branch, a first terminal 244 of the fourth FET 2084 is connected to the input port 202. The first terminal 244 of the fourth FET 2084 is also connected to the first side 236 of the third resistor 2063, the first side 224 of the fourth resistor 2064, and the first side 216 of the first resistor 2061. A second terminal 246 of the fourth FET 2084 is connected to the output port 204. Further, the second terminal 246 is connected to the second terminal 242 of the third FET 2083, the second side 226 of the fourth resistor 2064, and the first side 228 of the second resistor 2062.
Each branch (e.g., the first branch 210, the second branch 212, the third branch 214) can be operated independently (e.g., a state of one transistor can be changed without changing the respective states of the other transistors). For example, the first FET 2081 can be opened or closed irrespective of the states of the other FETs (e.g., the second FET 2082, the third FET 2083, the fourth FET 2084). Further, the second FET 2082 can be opened or closed irrespective of the states of the other FETs (e.g., the first FET 2081, the third FET 2083, the fourth FET 2084). The third FET 2083 can be opened or closed irrespective of the states of the other FETs (e.g., the first FET 2081, the second FET 2082, the fourth FET 2084). Additionally, the fourth FET 2084 can be opened or closed irrespective of the states of the other FETs (e.g., the first FET 2081, the second FET 2082, the third FET 2083).
The operations of the circuit will now be discussed. It is noted that the various embodiments are discussed with respect to 2 dB cells that have 0.5 dB steps. However, the disclosed embodiments are not limited to this implementation, instead the cells and/or the steps can be other values. However, it is noted that as the cell decibel value increases, there is a corresponding (minimal) increase in the impedance mismatch.
Initially, the first FET 2081 and the second FET 2082 can be in a closed state (e.g., electrically shorted) and the third FET 2083 and the fourth FET 2084 can be in an opened state. In this condition, the DSA circuit 200 produces 2 dB attenuation. To reduce the attenuation from 2 dB to 1.5 dB (e.g., a first reduction), a first shunt of a two dB PI section (e.g., the first FET 2081) can be switched to the opened state. For example, the first FET 2081 can be switched from the closed state to the opened state in order to obtain a 0.5 dB reduction in loss. After changing the state of the transistor, the attenuation is now 1.5 dBs.
To obtain another 0.5 dB reduction (e.g., a second reduction), the second shunt can be switched from the closed state to the opened state. For example, the second FET 2082 can be switched to the opened state from the closed state to obtain the additional 0.5 dB reduction in loss.
To obtain a further 0.5 dB reduction (e.g., a third reduction), the second branch 212 can be independently controlled. Thus, the third FET 2083 can be switched from the open state to the closed state. In order to further reduce the dB value by 0.5 (e.g., a fourth reduction), which reduces the total dB value to zero, the fourth FET 2084 can be closed.
It is noted that the above described implementation is for illustration purposes only. In an alternative implementation, to obtain the first 0.5 dB reduction, the second FET 2082 can be switched from the closed state to the opened state in order to obtain the 0.5 dB reduction in loss. Further to this implementation, to obtain the second 0.5 dB reduction, the first FET 2081 can be switched from the closed state to the opened state. Alternatively, to obtain the second 0.5 dB reduction, the third FET 2083 can be switched from the opened state to the closed state.
In another example implementation, to obtain the second reduction, the third FET 2083 can be switched from the opened state to the closed state. Further to this implementation, to obtain the third reduction, the transistor of the shunt (e.g., the first FET 2081 or the second FET 2082) that has not changed state (e.g., from the closed state to the opened state) can be changed. Thus, to obtain the third reduction, the first FET 2081 and the second FET 2082 are in the opened state and the third FET 2083 is in the closed state.
To increase the dB value from 0 dB to 2 dB, the following example operations can occur. Initially, the first FET 2081 and the second FET 2082 are in the opened state, and the third FET 2083 and the fourth FET 2084 are in the closed state. To increase the dB value by 0.5 dB, the fourth FET 2084 can be opened. To increase the dB by another 0.5 dB, the third FET 2083 can be opened. In order to obtain another 0.5 dB increase, the second FET 2082 can be closed. For another increase of 0.5 dB, the first FET 2081 can be closed.
According to various embodiments, a thermometer coded DSA is utilized with sixteen 2 dB stages (16×2 dB) (e.g., the DSA circuit 200 is implemented sixteen times). This is a hardware savings as compared to a DSA, as discussed above, which performs a similar function, but utilizes sixty-four 0.5 dB stages (64×0.5 dB stages).
Accordingly, instead of 64 pass transistors, the complete circuit (e.g., the DSA circuit 200 repeated 16 times) has 16 pass transistors. Further, instead of 128 shunts, the complete circuit has 32 shunts. On the other hand, the completed circuit has 16 series branches, each with a resistor (e.g., the third resistor 2063) and an FET (e.g., the third FET 2083).
It is noted that the third resistor 2063 should be switchable. However, the size of the FET (e.g., the third FET 2083) can be smaller than the bypass FET.
The following will provide example, non-limiting values for the components of the DSA circuit 200. It is noted that these values are for example purposes only and other values can be utilized according to some implementations. The first resistor 2061 can have a value of 400 ohms. The second resistor 2062 can have a value of 400 ohms. The third resistor 2063 can have a value of 11 ohms and the fourth resistor 2064 can have a value of 11 ohms. All the FETs can be sized to represent a fraction of the resistance they are in series with. For example, the third FET 2083 can be a 0.5 mm FET which is worth about 1.1 Ohm in the on state, or about 10% of the third resistor 2063. All other FETs would also be approximately 10% of their respective resistances.
The overshoot realized by the DSA circuit 200, since it is fully thermometer coded, at each step, only the defined step is added or subtracted. In this example, the defined step is 0.5 dBs. Thus, there is no overshoot and no glitches.
Various embodiments provided herein use a Pi attenuator as the basic attenuator cell. Tee cell attenuators are less popular because such attenuator use more series FETs and have more loss. However, Tee cell attenuators can also be utilized with the embodiments provided herein. Another option is the bridge Tee cell which has a single shunt FET. The proposed approach can also be used with the bridge Tee cell (as illustrated in
The DSA circuit 300 includes a fifth resistor 3021, a sixth resistor 3022, a seventh resistor 3023, and an eighth resistor 3024. In further detail, a first side 304 of the fifth resistor 3021 is connected to a voltage Vc1 and a second side 306 of the fifth resistor 3021 is connected to a third terminal 308 (e.g., a gate) of the first FET 2081. A first side 310 of the sixth resistor 3022 is connected to a second voltage Vc2 and a second side 312 of the sixth resistor 3022 is connected to a third terminal 314 (e.g., a gate) of the second FET 2082.
A first side 316 of the seventh resistor 3023 is connected to a third voltage Vc3 and a second side 318 of the seventh resistor 3023 is connected to a third terminal 320 (e.g., gate) of the third FET 2083. Further, a first side 322 of the eighth resistor 3024 is connected to a fourth voltage Vc4 and a second side 324 of the eighth resistor 3024 is connected to a third terminal 326 (e.g., gate) of the fourth FET 2084
The DSA circuit also includes a ninth resistor 3025 and a tenth resistor 3026. As illustrated, a first side 328 of the ninth resistor 3025 can be connected to the input port 202, a first side 224 of the fourth resistor 2064, the second terminal 242 of the third FET 2083, and the first terminal 244 of the fourth FET 2084. A second side 330 of the ninth resistor 3025 is connected to the first side 216 of the first resistor 2061, the first side 228 of the second resistor 2062, and a first side 332 of the tenth resistor 3026. The first side 332 of the tenth resistor 3026 is connected to the first side 228 of the second resistor 2062 and the first side 216 of the first resistor 2061. A second side 334 of the tenth resistor 3026 is connected to the second side 226 of the fourth resistor 2064, the output port 204, the first side 236 of the third resistor 2063, and the second terminal 246 of the fourth FET 2084.
For some examples, the FET (e.g., the third FET 2083) and the resistor (e.g., the third resistor 2063) have been swapped in a given branch (e.g., the second branch 212). In practice, the configuration of the FET and resistor in a given branch does not change the functionality of the DSA circuit. In the illustrated example, the second terminal 242 of the third FET 2083 is illustrated as being connected to the input port 202 and the first terminal 244 of the fourth FET 2084. Further to this example, the first side 236 of the third resistor 2063 is illustrated as being connected to the output port 204 and the second terminal 246 of the fourth FET 2084.
The DSA circuit 300 also includes an inductor 336 connected at a first side 338 to the second terminal 222 of the first FET 2081 and to the second terminal 234 of the second FET 2082. A second side 340 of the inductor 336 is connected to ground.
The following will provide example, non-limiting values for the components of the DSA circuit 300. It is noted that these values are for example purposes only and other values can be utilized according to some implementations. The first resistor 2061 can have a value of 360 ohms. The second resistor 2062 can have a value of 360 ohms. The third resistor 2063 can have a value of 13 ohms and the fourth resistor 2064 can have a value of 13 ohms. The fifth resistor 3021, the sixth resistor 3022, the seventh resistor 3023 and the eighth resistor 3024 can have respective values of 30,000 (30K) ohms. The ninth resistor 3025 and the tenth resistor 3026 can have respective values of 50,000 (30K) ohms. Further, the inductor 336 can have a value of 2 nanoHenries (2 nH). Thus, the DSA circuit 300 is similar to the DSA circuit 200 of
The DSA circuit 400 is similar to the DSA circuit 200 of
In further detail, a first side 408 of the fifth resistor 4061 is connected to a first voltage Vc1 and the second side 410 of the fifth resistor 4061 is connected to a third terminal 412 (e.g., a gate) of the first FET 2081. The first capacitor 4041 is connected in a parallel configuration with the first FET 2081. Further, a first side 414 of the sixth resistor 4062 is connected to a second voltage Vc2 and a second side 416 of the sixth resistor 4062 is connected to a third terminal 418 (e.g., a gate) of the second FET 2082. The second capacitor 4042 is connected in a parallel configuration with the second FET 2082.
A first side 420 of the seventh resistor 4063 is connected to a third voltage Vc3 and a second side 422 of the seventh resistor 4063 is connected to a third terminal 424 (e.g., gate) of the third FET 2083. Further, a first side 426 of the eighth resistor 4064 is connected to a fourth voltage Vc4 and a second side 428 of the eighth resistor 4064 is connected to a third terminal 430 (e.g., gate) of the fourth FET 2084.
The following will provide example, non-limiting values for the components of the DSA circuit 400. It is noted that these values are for example purposes only and other values can be utilized according to some implementations. The first resistor 2061 and the second resistor 2062 can have respective values of 400 ohms. The third resistor 2063 and the fourth resistor 2064 can have respective values of 11 ohms. The fifth resistor 4061, the sixth resistor 4062, the seventh resistor 4063 and the eighth resistor 4064 can have respective values of 30,000 (30K) ohms. Further, the inductor 402 can have a value of 2 nH.
As illustrated another FET is added to the shunt branches. For example, a fifth FET 5021 and a sixth FET 5022 are included in the DSA circuit 500. Further, the DSA circuit 500 includes a ninth resistor 5041 and a tenth resistor 5042. By way of example, and not limitation, the ninth resistor 5041 and the tenth resistor 5042 can comprise respective values of 30K ohms.
The fifth FET 5021 is connected in parallel with the first resistor 2061. A first terminal 506 of the fifth FET 5021 is connected to the input port 202. A second terminal 508 of the fifth FET 5021 is connected to the first terminal 220 of the first FET 2081 and the second side 218 of the first resistor 2061. A third terminal 510 (e.g., the gate) of the fifth FET 5021 is connected to a first side 512 of the ninth resistor 5041. A second side 514 of the ninth resistor 5041 is connected to a fifth voltage Vc5.
Further sixth FET 5022 is connected in parallel with the second resistor 2062. A first terminal 516 of the sixth FET 5022 is connected to the output port 204. A second terminal 518 of the sixth FET 5022 is connected to the first terminal 232 of the second FET 2082 and the second side 230 of the second resistor 2062. A third terminal 520 (e.g., the gate) of the sixth FET 5022 is connected to a first side 522 of the tenth resistor 5042. A second side 524 of the tenth resistor 5042 is connected to the fifth voltage Vc5.
It is noted that the gate resistors discussed with various embodiments are optional. Further, gate resistors can be utilized in the DSA circuit 200 of
In the zero attenuation state, the FET is on, shunting the lossy resistor. In the high attenuation state, the off capacitance cancels out the ground inductance, keeping the phase constant.
Various issues can be experienced with some attenuator stages. For example, an issue can be that the insertion phase is different at different attenuation steps. Another issue can be that a 0 dB insertion loss is increased at higher frequencies because the shunt resistance is still there connected to the input through a capacitor. One or more embodiments provided herein can overcome these as well as other issues. It is noted that an ideal attenuator cell has no phase shift in any state, since there are only resistors to work with.
As discussed with respect to
There are possible solutions listed below. It is worth noting that phase compensation is not critical to any one minimum step. Phase compensation should occur before it can accumulate too much. A solution includes using non overlapping clocks to switch the two FETs (e.g., the combination of the first FET 2081 and the fifth FET 5021, and the combination of the second FET 2082 and the sixth FET 5022). For example, a first group of clocks can be configured to switch the first transistor (e.g., the first FET 2081) and the fifth transistor (e.g., fifth FET 5021) at different times and a second group of clocks can be configured to switch the second transistor (e.g., the second FET 2082) and the sixth transistor (e.g., sixth FET 5022) at different times.
The non-overlapping clocks add some complexity and slow down the switching time moderately.
Commanding the compensation FETs with the previous or the following adjacent step (which is series branch switching). This way the two FETs are never switched at (exactly or at substantially) the same time when taking an adjacent step. This is a proper solution, but the problem remains for larger steps where a number of shunt legs could switch at the same time and the two shunt FETs could be both on for some time.
Thus, an additional delay can be added to the series or the shunt branch to make sure they do not switch at the same time. This is also a proper solution with the drawback of longer switching times.
Further, a bridge Tee implementation can also be utilized according to some implementations.
Methods that can be implemented in accordance with the disclosed subject matter, will be better appreciated with reference to the above flow charts. While, for purposes of simplicity of explanation, the methods are shown and described as a series of acts or blocks, it is to be understood and appreciated that the disclosed aspects are not limited by the number or order of blocks, as some blocks can occur in different orders and/or at substantially the same time with other blocks from what is depicted and described herein. Moreover, not all illustrated blocks can be required to implement the disclosed methods. It is to be appreciated that the functionality associated with the blocks can be implemented by software, hardware, a combination thereof, or any other suitable means (e.g. device, system, process, component, and so forth). Additionally, it should be further appreciated that the disclosed methods are capable of being stored on an article of manufacture to facilitate transporting and transferring such methods to various devices. Those skilled in the art will understand and appreciate that the methods could alternatively be represented as a series of interrelated states or events, such as in a state diagram.
For example, the method can facilitate selectively attenuating radio frequency signals of an attenuator circuit comprising three branches. The three branches can include a first branch (e.g., the first branch 210), a second branch (e.g., the second branch 212), and a third branch (e.g., the third branch 214). The first branch can include a first transistor (e.g., the first FET 2081) and a second transistor (e.g., the second FET 2082), the second branch can include a third transistor (e.g., the third FET 2083), and the third branch can include a fourth transistor (e.g., the fourth FET 2084).
Based on the first transistor and the second transistor being in a closed state and the third transistor and the fourth transistor being in an opened state, and in response to an instruction to change a decibel value from a first value to a value of zero, at 702 the method causes the first value to decrease by a defined amount based on opening the first transistor, resulting in a second value.
At 904, the second value is caused to decrease by the defined amount based on opening the second transistor, resulting in a third value. Further, at 906, the method causes the fourth value to decrease by the defined amount based on closing the fourth transistor, resulting in a fifth value, wherein the fifth value is zero.
Further, the method can include configuring the first transistor, the second transistor, the third transistor, and the fourth transistor to operate independently from one another. Thus, a change in state (e.g., from open to shorted) of a particular transistor does not change a state of the other transistors. This is different than conventional attenuator cells where all the transistors change state at substantially the same time.
According to some implementations, the method can include operatively connecting a first capacitor (e.g., the first capacitor 4041) in a parallel configuration with the first transistor. Further to these implementations, the method can include operatively connecting a second capacitor (e.g., the second capacitor 4042) in a parallel configuration with the second transistor.
In some implementations, the method can include operatively connecting a fifth transistor (e.g., the fifth FET 5021) in a parallel configuration with the first resistor (e.g., the first resistor 2061). The first resistor is operatively connected between the first transistor and an input port. Further, the method can include operatively connecting a sixth transistor (e.g., the sixth FET 5022) in a parallel configuration with a second resistor (e.g., the second resistor 2062). The second resistor is operatively connected between the second transistor and the output port.
In an example, the attenuator circuit is a 2 decibel cell of an attenuator, and wherein the defined amount is 0.5 dB. However, it is noted that the cell can be another decibel cell and/or the defined amount can be another decibel among. In another example, the first transistor, the second transistor, the third transistor, and the fourth transistor are field-effect transistors.
The method starts at 802 with independently operating a first transistor, a second transistor, a third transistor, and a fourth transistor of an attenuator cell. Respective state changes of the first transistor, the second transistor, the third transistor, and the fourth transistor do not change the respective states of the other transistors.
The attenuator cell can include a first branch that can include a first resistor connected at a first side to an input port and at a second side to an output port. The first branch can also include a second resistor connected, at a first side, to the first resistor and, at a second side, to the first transistor. Further, the first branch can include a third resistor connected, at a first side, to the first resistor and, at a second side, to the second transistor. The attenuator cell can also include a second branch comprising a fourth resistor in a series configuration with the third transistor. The second branch is in a parallel configuration with the first resistor. Further, the attenuator cell can include a third branch comprising a fifth transistor. The third branch is in a parallel configuration with the second branch.
At 1004 the method can cause the attenuator cell to generate 2.0 decibels based on the first transistor and the second transistor being in a first state and the third transistor and the fourth transistor being in a second state. The first state is a closed state, and the second state is an opened state.
The method can include, according to some implementations, initializing the attenuator cell at a first decibel level. The initializing can include placing the first transistor and the second transistor in the second state and placing the third transistor and the fourth transistor in the first state. The first decibel level can be zero decibels. Further to these implementations, the method can include causing a first decibel increase in the attenuator cell based on placing the fourth transistor in the second state, resulting in a second decibel level.
Continuing the above implementations, the method can include causing a second decibel increase in the attenuator cell based on placing the third transistor in the second state, resulting in a third decibel level. The first decibel increase and the second decibel increase are a same increase level.
Further to the above implementations, the method can include causing a third decibel increase in the attenuator cell based on placing the second transistor in the first state, resulting in a fourth decibel value. the third decibel increase is the same increase level as the first decibel increase and the second decibel increase.
With respect to the above implementations, the method can include causing a fourth decibel increase in the attenuator cell based on placing the first transistor in the first state, resulting in a fifth decibel value. The first decibel increase, the second decibel increase, the third decibel increase, and the fourth decibel increase are a same increase level.
In some implementations, the method can include initializing the attenuator cell at a first decibel level, wherein the initializing comprises placing the first transistor and the second transistor in the first state and placing the third transistor and the fourth transistor in the second state. The first decibel level is 2.0 decibels. Further to these implementations, the method can include causing a first decibel decrease in the attenuator cell based on placing the first transistor in the first state, resulting in a second decibel level.
Continuing the above implementations, the method can include causing a second decibel decrease in the attenuator cell based on placing the second transistor in the first state, resulting in a third decibel level. The first decibel decrease and the second decibel decrease are a same decrease level.
Further to the above implementations, the method can include causing a third decibel increase in the attenuator cell based on placing the third transistor in the second state, resulting in a fourth decibel value. The first decibel decrease, the second decibel decrease, and the third decibel decrease are the same decrease level.
With respect to the above implementations, the method can include causing a fourth decibel decrease in the attenuator cell based on placing the fourth transistor in the second state, resulting in a fifth decibel value. The first decibel decrease, the second decibel decrease, the third decibel decrease, and the fourth decibel decrease are a same decrease level.
It is noted that although various embodiments are discussed with increasing the decibels from a defined value to zero, or vice versa. The disclosed embodiments are not limited to this implementation. Instead, the attenuator cell can be initialized at any desired value between zero and the maximum value of the attenuator cell based on the respective states of the transistors. Further, the states of the transistors can be changed to any level between zero and the maximum value of the attenuator cell as function of the respective states of the transistors. Additionally, although discussed with respect to individual steps or change values, in some implementations more than one step (or change to the value) can be facilitated at substantially the same time depending on the speed at which the attenuator cell is to transition to a different decibel level.
Reference throughout this specification to “one embodiment,” “an embodiment,” “an example,” “a disclosed aspect,” or “an aspect” means that a particular feature, structure, or characteristic described in connection with the embodiment or aspect is included in at least one embodiment or aspect of the present disclosure. Thus, the appearances of the phrase “in one embodiment,” “in one aspect,” or “in an embodiment,” in various places throughout this specification are not necessarily all referring to the same embodiment. Furthermore, the particular features, structures, or characteristics may be combined in any suitable manner in various disclosed embodiments.
As utilized herein, terms “component,” “system,” “engine,” “architecture” and the like are intended to refer to a computer or electronic-related entity, either hardware, a combination of hardware and software, software (e.g., in execution), or firmware. For example, a component can be one or more transistors, a memory cell, an arrangement of transistors or memory cells, a gate array, a programmable gate array, an application specific integrated circuit, a controller, a processor, a process running on the processor, an object, executable, program or application accessing or interfacing with semiconductor memory, a computer, or the like, or a suitable combination thereof. The component can include erasable programming (e.g., process instructions at least in part stored in erasable memory) or hard programming (e.g., process instructions burned into non-erasable memory at manufacture).
By way of illustration, both a process executed from memory and the processor can be a component. As another example, an architecture can include an arrangement of electronic hardware (e.g., parallel or serial transistors), processing instructions and a processor, which implement the processing instructions in a manner suitable to the arrangement of electronic hardware. In addition, an architecture can include a single component (e.g., a transistor, a gate array, . . . ) or an arrangement of components (e.g., a series or parallel arrangement of transistors, a gate array connected with program circuitry, power leads, electrical ground, input signal lines and output signal lines, and so on). A system can include one or more components as well as one or more architectures. One example system can include a switching block architecture comprising crossed input/output lines and pass gate transistors, as well as power source(s), signal generator(s), communication bus(ses), controllers, I/O interface, address registers, and so on. It is to be appreciated that some overlap in definitions is anticipated, and an architecture or a system can be a stand-alone component, or a component of another architecture, system, etc.
In addition to the foregoing, the disclosed subject matter can be implemented as a method, apparatus, or article of manufacture using typical manufacturing, programming or engineering techniques to produce hardware, firmware, software, or any suitable combination thereof to control an electronic device to implement the disclosed subject matter. The terms “apparatus” and “article of manufacture” where used herein are intended to encompass an electronic device, a semiconductor device, a computer, or a computer program accessible from any computer-readable device, carrier, or media. Computer-readable media can include hardware media, or software media. In addition, the media can include non-transitory media, or transport media. In one example, non-transitory media can include computer readable hardware media. Specific examples of computer readable hardware media can include but are not limited to magnetic storage devices (e.g., hard disk, floppy disk, magnetic strips . . . ), optical disks (e.g., compact disk (CD), digital versatile disk (DVD) . . . ), smart cards, and flash memory devices (e.g., card, stick, key drive . . . ). Computer-readable transport media can include carrier waves, or the like. Of course, those skilled in the art will recognize many modifications can be made to this configuration without departing from the scope or spirit of the disclosed subject matter.
What has been described above includes examples of the subject innovation. It is, of course, not possible to describe every conceivable combination of components or methodologies for purposes of describing the subject innovation, but one of ordinary skill in the art can recognize that many further combinations and permutations of the subject innovation are possible. Accordingly, the disclosed subject matter is intended to embrace all such alterations, modifications and variations that fall within the spirit and scope of the disclosure. Furthermore, to the extent that a term “includes”, “including”, “has” or “having” and variants thereof is used in either the detailed description or the claims, such term is intended to be inclusive in a manner similar to the term “comprising” as “comprising” is interpreted when employed as a transitional word in a claim.
Moreover, the word “exemplary” is used herein to mean serving as an example, instance, or illustration. Any aspect or design described herein as “exemplary” is not necessarily to be construed as preferred or advantageous over other aspects or designs. Rather, use of the word exemplary is intended to present concepts in a concrete fashion. As used in this application, the term “or” is intended to mean an inclusive “or” rather than an exclusive “or”. That is, unless specified otherwise, or clear from context, “X employs A or B” is intended to mean any of the natural inclusive permutations. That is, if X employs A; X employs B; or X employs both A and B, then “X employs A or B” is satisfied under any of the foregoing instances. In addition, the articles “a” and “an” as used in this application and the appended claims should generally be construed to mean “one or more” unless specified otherwise or clear from context to be directed to a singular form.
Additionally, some portions of the detailed description have been presented in terms of algorithms or process operations on data bits within electronic memory. These process descriptions or representations are mechanisms employed by those cognizant in the art to effectively convey the substance of their work to others equally skilled. A process is here, generally, conceived to be a self-consistent sequence of acts leading to a desired result. The acts are those requiring physical manipulations of physical quantities. Typically, though not necessarily, these quantities take the form of electrical and/or magnetic signals capable of being stored, transferred, combined, compared, and/or otherwise manipulated.
It has proven convenient, principally for reasons of common usage, to refer to these signals as bits, values, elements, symbols, characters, terms, numbers, or the like. It should be borne in mind, however, that all of these and similar terms are to be associated with the appropriate physical quantities and are merely convenient labels applied to these quantities. Unless specifically stated otherwise or apparent from the foregoing discussion, it is appreciated that throughout the disclosed subject matter, discussions utilizing terms such as processing, computing, calculating, determining, or displaying, and the like, refer to the action and processes of processing systems, and/or similar consumer or industrial electronic devices or machines, that manipulate or transform data represented as physical (electrical and/or electronic) quantities within the registers or memories of the electronic device(s), into other data similarly represented as physical quantities within the machine and/or computer system memories or registers or other such information storage, transmission and/or display devices.
In regard to the various functions performed by the above described components, architectures, circuits, processes and the like, the terms (including a reference to a “means”) used to describe such components are intended to correspond, unless otherwise indicated, to any component which performs the specified function of the described component (e.g., a functional equivalent), even though not structurally equivalent to the disclosed structure, which performs the function in the herein illustrated exemplary aspects of the embodiments. In addition, while a particular feature may have been disclosed with respect to only one of several implementations, such feature may be combined with one or more other features of the other implementations as may be desired and advantageous for any given or particular application. It will also be recognized that the embodiments include a system as well as a computer-readable medium having computer-executable instructions for performing the acts and/or events of the various processes.
