While superconducting devices such as cables and chokes (inductors) are capable of passing direct current with practically zero losses, they do exhibit considerable AC losses. Described here is a method and apparatus for minimizing these losses in applications where current consists of both a DC component and an AC component. This commonly occurs in rectifier busses, power supplies and power distribution systems.
Currents flowing in networks are commonly categorized as either alternating currents (AC) or direct currents (DC). The notion of direct current is misleading, however, and in practice one actually means a current with frequency components below some lower cutoff frequency, usually below the first dominant harmonic of the current. This invention separates these currents in cables and chokes in such a way that one can take advantage of the benefit of superconducting technologies, which work best at very low (DC) frequencies.
AC ripple currents in power cables are separated from DC currents using impedance bypass circuits similar to that shown in
The advantage of this approach is the reduction of AC losses in the superconductors when used in power converters, power supplies, filters, or in power or signal transmission. For example, the AC loss can be borne in the bypass at room temperature, circumventing the need for expensive refrigeration. This also reduces the need for designing exotic superconducting cables when passing both AC and DC currents. Superconductors are usually made as composites with normal metals serving as substrates, etc which are best suited to pass DC currents. AC currents generate eddy currents in the substrates and cause considerable heat loads to the refrigeration system
There are many types of AC bypass networks. These networks can be broadband or tuned to various harmonics. Examples are shown in
The AC bypass network is designed to have lower impedance than the DC inductive cable at the frequency of interest (The frequency of interest is determined by the application. For example when passing a rectified current, the frequency of interest is the first harmonic of the waveform, e.i. the first harmonic of the AC ripple). The crossover frequency, defined here as the frequency at which the currents are equal, is selected to be much lower than the first harmonic of the AC waveform. A simple, single-pole bypass circuit includes an AC cable in parallel with the DC inductive cable as shown in
In some cases, it is advantageous to block off all DC current in the AC bypass cable. This is accomplished by adding a capacitor in series with the bypass cable as shown in
A similar strategy can be applied for minimizing AC losses in superconducting chokes used in filter networks for power systems. In these applications the current consists of both a DC part and an AC part.
Here, two coils are used instead of two cables, an “AC coil” and a “DC coil” connected in parallel as shown in
The AC component of the ripple current is mostly removed from the superconducting DC coil, thereby minimizing AC losses in the superconductor. The DC current is conducted with practically zero losses. For applications where the power circuits are operated at low temperatures, if the AC coil is at room temperature, only the AC ripple current must be passed through a cryogenic lead, providing a low loss thermal transition from cryogenic to room temperature. In many cases, especially where there is a small AC current riding on a high DC current, this separation of currents reduces the overall heat loads associated with a choke inductor wound with superconductor material. The AC coil does not have to be held at room temperature but it is usually advantageous to do so to reduce refrigeration loads, even with thermal transitions.
a is a hybrid bypass cable network embodiment of the invention using a resistor in parallel with an inductive superconducting cable at the same temperature;
b is a variation of
a is another hybrid bypass cable network embodiment of the invention using a capacitor in series with a resistor, both of which are parallel-connected to an inductive superconducting cable;
b is a variation of
c is a variation of
AC ripple currents 10 in power cables 12 or transmission lines are separated from DC currents 14 using impedance bypass circuits similar to that shown in
This invention thus reduces the AC component 10 of a current 20 in the superconducting DC cable 16 during transmission, thereby minimizing AC losses. The DC component 14 of the current 20 is transmitted at cryogenic temperature with practically zero losses.
The advantage of this approach is the reduction of AC losses in the superconductors when used in power applications. For example, the AC loss can be borne in the bypass at room temperature, circumventing the need for expensive refrigeration. This also reduces the need for designing exotic superconducting cables. (Superconductors are usually made as composites with normal metals serving as substrates, etc.)
There are many types of AC bypass networks 18. These networks can be broadband or tuned to various harmonics. Examples are shown in
There are several common approaches in forming cable inductance. A long co-axial line has some self-inductance, which may be enhanced by ferrites or highly inductive materials, if necessary. The DC cable may also be a conductor wound around a long inductive core material. Highly permeable beads may be added to a single, long conductor. A long, air-core inductor may also be used. Inductors may be added in series at one end or both ends of a DC line 16. Thus, there are many methods of modifying the impedances of both the AC and DC bypasses. Where several cables are involved, they may be wrapped around a common core, depending on the details of the circuit.
The AC bypass network 18 is designed (
A thermal transition such as a cryogenic lead, known in the art, is an electrical lead designed with special materials and cooling means to minimize the heat flowing between two circuits at different temperatures for example where a room temperature bypass 18 connects to the DC superconductor 16 at cryogenic temperature such as 77 K. (
In some cases, it is advantageous to block off all DC current in the AC bypass cable 18. This is accomplished by adding a capacitor 26 in series with the AC bypass cable 18 as shown in
Hybrid Superconducting Ripple Filter Choke
A similar strategy can be applied for minimizing AC losses in superconducting chokes used in filter networks for power systems. In these power system applications the current consists of both a DC part and an AC part.
Two coils (inductors) are used instead of two cables, an “AC coil” 28 and a “DC coil” 30 connected in parallel as shown in
The majority of the AC ripple current 10 passes in the AC coil 28, which absorbs most of the AC loss. This coil 28 can be held at any temperature, including either room temperature (300 K) or low or cryogenic temperature (i.e., 77 K). The remaining portion 14 of the current 20 (mainly DC) flows into the DC coil 30, which is held at a temperature below the critical temperature of the superconducting material and therefore has essentially no resistance to DC.
The AC component 10 of the ripple current 20 is mostly diverted from the superconducting DC coil 30, thereby minimizing AC losses in the superconductor. The DC current is conducted with practically zero losses. For applications where the power circuits are operated at low temperatures, if the AC coil is at room temperature, only the AC ripple current 10 must be passed through a cryogenic lead, a thermal transition from cryogenic to room temperature. In many cases, especially where there is a small AC current riding on a high DC current, this separation of currents reduces the overall heat loads associated with a choke inductor wound with superconductor material. The AC coil does not have to be held at room temperature but it is usually advantageous to do so to reduce refrigeration loads, even with the added heat loads due to thermal transitions.
Circuit Analysis for the Hybrid Superconducting Ripple Filter Choke:
AC Coil: Z1=R1+ωL1
DC Coil: Z2=ωL2
If L2>>L1 then,
For high frequencies (ωL2>>R1) the impedance is dominated by the AC coil (Z1) so that,
Z=R1+ωL1
For low frequencies (ωL2<<R1) the impedance is dominated by the DC coil (Z2), which approaches zero,
Z=ωL2→0 as ω→0.
For a good design, the ripple frequency ωripple should be chosen at or above the crossover frequency, such that,
This patent claims the benefit of provisional patent application 60/436,819 filed Dec. 27, 2002 and 60/465,365 filed Apr. 28, 2003.
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