The subject application claims priority on Chinese patent application No. CN 201410410122.8 filed on Aug. 20, 2014. The contents and subject matter of the Chinese priority application is incorporated herein by reference.
The present invention relates to large-scale networking of a data center, and in particular, relates to an arrayed waveguide grating (AWG) based modular interconnection network and methods for constructing and applying the same.
In the past decade, fast global information development push data centers to evolve along the direction of super large scale. In 2012, each data center of Amazon has about 60,000 servers, and that for Google, the number exceeds 50,000 servers, while Microsoft is building a data center containing over 300,000 servers. Current data centers generally adopt the layered tree topology, such as the ‘Fat Tree’ topology. The advantage of the tree topology is its large bi-directional bandwidth, while the disadvantage is its lack of scalability. As pointed out in the Article entitled “60 GHz Data-Center Networking: Wireless Worry less,” topological and cabling complexity in data centers is reaching unimaginable proportions, leading to maintenance challenges, inefficient cooling, and substantial operational costs.
To tackle the interconnecting issue, the following proposals have been put forth in the industry:
The first is to replace wires with wireless interconnects. Wireless networking has signals prone to interference, small bandwidth, and high consumption of stations, making it only a topic at the academies, and not fit for practical application.
The second is to develop a unified structure based on integrated and enhanced Ethernets, with Cisco and Brocade being the major proponents. Although the method decreases the number of cables, trunk adapters, and network interfaces, the cost of equipping and integrating network adapters is huge, further, main boards for Ethernet optical fiber channels are not yet available.
The third is to adopt structured cabling. The main idea is to divide the cabling system in a data center into a main cabling area and a device area based on different devices. The main cabling area and the device area are connected with optical cables, while servers, switchers, and storage devices are jumper-connected via cable distribution frames in the main cabling area and the device area. The proposed solution simplifies cable management to some extent, making it possible to move or modify the system by merely changing jumpers. But it does not decrease the number of system cables, thus interconnecting complexity remains and the operating difficulty is still high.
Because of the above reasons, a method of module networking based on Arrayed Waveguide Grating (AWG) and directed at cabling complexity and management in a data center is in need.
The present invention solves the problem of the cabling complexity and related management issues by providing a design method of AWG-based modular interconnection networks to reduce cabling complexity so as to simplify networking maintenance and management.
The present invention provides an AWG-based modular interconnection network comprising left nodes, the number of the left nodes being N1, with each left node having N2 ports; right nodes, the number of the right nodes being N2, with each right node having N1 ports; N1 and N2 each representing a positive integer, N1≧N2, and N1 and N2 having a greatest common divisor r, and each port having an optical transceiver associated with a fixed wavelength, characterized in that it further comprises:
N2×1 wavelength multiplexers, the number of the N2×1 wavelength multiplexers being N1, with each of the N2×1 wavelength multiplexers having N2, input ports being respectively connected with the N2 the ports of each of the left nodes;
N1 wavelength demultiplexers, the number of the 1×N1 wavelength demultiplexers being N2, with each of the 1×N1 wavelength demultiplexers having N1 output ports respectively connected with the N1 the ports of each of the right nodes; and
an N1×N2 AWG connecting the N2×1 wavelength multiplexers and the 1×N1 wavelength demultiplexers, the N1×N2 AWG having N1 input ports and N2 output ports, and being associated with a wavelength set Λ={λ0, λ1, . . . , λN
The present invention further provides an AWG-based modular interconnection network, comprising left nodes, the number of the left nodes being N1, with each of the left nodes having N2 ports, right nodes, the number of the right nodes being N2, with each of the right nodes having N1 ports; N1 and N2 are integers, N1≧N2, N1 and N2 having the greatest common divisor r, and each port having an optical transceiver associated with a fixed wavelength, characterized in that it further comprises:
r×1 wavelength multiplexers, the number of the r×1 wavelength multiplexers being N1n2 (N1n2 stands for the product of N1 and n2, and same goes for the same styled numbers in the subject application), and n2 r×1 wavelength multiplexers having their input ports respectively connected with the N2 ports of one of the left nodes, where n2=N2/r;
1×r wavelength demultiplexers, the number of the 1×r wavelength demultiplexers being N2n1, and n1 1×r wavelength demultiplexers having output ports respectively connected with the N1 ports of one of the right nodes, where n1=N1/r; and
r×r AWGs connecting the r×1 wavelength multiplexers and the 1×r wavelength demultiplexers, the number of the r×r AWGs being n1n2, and each of the r×r AWGs being associated with a wavelength subset {λk|k=0, 1, . . . , r−1}.
The present invention also provides an AWG-based modular interconnection network, comprising left nodes, the number of the left nodes being N1, with each of the left nodes having N2 ports; right nodes, the number of the right nodes being N2 with each of the right node having N1 ports; N1, N2, and K are integers, where N1=KN2; and each port having an optical transceiver associated with a fixed wavelength, characterized in that it further comprises:
N2×1 wavelength multiplexers, the number of the N2×1 wavelength multiplexers being N1, each of the N2×1 wavelength multiplexers having N2 input ports respectively connected with the N2 ports of each of the left nodes;
1×N2 wavelength demultiplexers, the number of the 1×N2 wavelength demultiplexers being KN2, the K 1×N2 wavelength demultiplexers having their output ports respectively connected with the N1 ports of one of the right nodes; and
N2×N2 AWGs connecting the N2×1 wavelength multiplexers and the 1×N2 wavelength demultiplexers, the number of the N2×N2 AWGs being K, each of the N2×N2 AWGs being associated with a wavelength subset {λk|k=0, 1, . . . , N2−1}.
The present invention further provides a method for constructing an AWG-based modular interconnection network having t f left nodes, with each left node having N2 ports; the N2 right nodes, with each right node having N1 ports; N1≧N2, N1 and N2 being integers having a greatest common divisor r; and each port having an optical transceiver associated with a fixed wavelength, characterized in that the method comprises the following steps:
Step 1: providing N1 N2×1 wavelength multiplexers, labeled by L0, L1, . . . , LN
Step 2: providing N2 1×N1 wavelength demultiplexers labeled by R0, R1, . . . , RN
Step 3: interconnecting the N1 wavelength multiplexers on the left with the wavelength demultiplexers on the right via an N1×N2 AWG, the N1×N2 AWG having N1 input ports and N2 output ports, and being associated with a wavelength set Λ={λ0, λ1, . . . , λN
The method further comprises:
Step 4: substituting the N1×N2 AWG with a three-stage AWG network SA(n1,r1,mA,n2,r2), the AWG network SA comprising N1=r1n1 input ports on its input side, with each input port being a 1×n2 wavelength demultiplexer, and N2=r2n2 output ports on its output side, with each output port being an n1×1 wavelength multiplexer, mA r1×r2 AWGs in the central stage, where r1=r2=r, n1=N1/r, n2=N2/r, and mA=n1n2;
In the AWG network SA, the ith input port is labeled by DA1(αA,aA), where αA=└i/n1┘ and αA=[i]n
Step 5: substituting the ith N2×1 wavelength multiplexer Li and the 1×n2 wavelength demultiplexer DA1(αA,aA) with n2 r×1 wavelength multiplexers, each of which is labeled by DA2(αA,aA,bA);
substituting the jth 1×N1 wavelength demultiplexer Rj and the n1×1 wavelength multiplexer MA1(βA,bA) with n r×1 wavelength demultiplexers, each of the r×1 wavelength demultiplexers being labeled by MA2(βA,bA,aA);
associating each r1×r2 AWG, labeled by DA2(αA,bA), with a wavelength subset (λk|k=0, 1, . . . , r−1);
where the output port of DA2(αA,aA,bA) is connected with the αAth input port of GA2(aA,bA), and the input port of MA2(βA,bA,aA) is connected with the βAth output port of GA2(αA,bA).
Alternatively, the method further comprises:
Step 4: in the case of N1=KN2, substituting the N1×N2 AWG with a two-stage network SB(K,N2,K,1,N2), where each input port of the AWG network SB is a link, there are K N2×N2 AWGs in the central stage, and each output port is a K×1 wavelength multiplexer; the ith input port is labeled by DB1(αB,aB), where αB=└i/N2┘ and aB=[i]N
Step 5: denoting each of the N1×1 wavelength multiplexers as DB2(αB,aB);
Substituting the jth 1×N1 demultiplexer Rj and the K×1 multiplexer MB1(γB) with K N2×1 wavelength multiplexers, each of which is labeled by MB2(γB,αB);
associating each N2×N2 AWG, labeled by GB2(αB), with a wavelength subset {λk|k=0, 1, . . . , N2−1};
where DB2(αB,aB) is connected with the aBth input port of GB2(αB), and MB2(γB,αB) is connected with the γBth output port of GB2(αB).
The method further comprises:
Step 6: in the case of the dimension of the AWG in the central stage still being large, returning to Step 4, and substituting the AWG in the central stage with a module constituted of a three-stage network of small AWGs.
The present invention further provides an application of AWGs in an interconnection network. Compared with the previous works, the present invention has the following advantages:
(1) By constructing the N1×N2 interconnection network with the r×r AWGs, the number of the interconnection links is reduced r times.
(2) Wavelengths are reused in the AWG-based interconnection network, i.e., the r×r AWGs in the network reuses the same wavelength subset {λ0, . . . , λr-1}, which improves the scalability of the AWG-based interconnection system.
(3) If r is still very large, the method in Step 4 can be employed to decompose the r×r AWG into an r×r three-stage AWG network.
In combination with drawings and embodiments hereunder provided, the present invention will be further expounded. The embodiments are intended as illustrating the present invention rather than limiting its scope. Various equivalent modifications by a person skilled in the art shall fall within the scope of the claims.
An N1×N2 (N1≧N2, and N1 and N2 having a maximum divisor r) interconnection network 1: contains N1 left nodes, with each node comprising N2 ports, and each port having an optical transceiver; N2 right nodes, with each node comprising N1 ports, and each port having an optical transceiver. All the optical transceivers are associated with the same wavelength λ0. For each of the paired left node and right node, there is one and only one link between them, and thus, there are altogether N1N2 links in the interconnection network, as shown in
an AWG-based modular interconnection network, for reducing the cabling complexity of a data center mainly via the wavelength division multiplexing property of AWGs, comprises the following parameters:
N1×N2 AWG: having N1 input ports, N2 output ports, and being associated with a wavelength set Λ={λ0, λ1, . . . , λN
N2×N2 AWG: having N2 input ports, N2 output ports, and being associated with a wavelength set Λ={λ0, λ1, . . . , λN
N1×1 wavelength multiplexer/demultiplexer: N1×1 AWG;
N2×1 wavelength multiplexer/demultiplexer: N2×1 AWG;
n1×1 wavelength multiplexer/demultiplexer: n1×1 AWG;
n2×1 wavelength multiplexer/demultiplexer: n2×1 AWG;
N1×N2 AWG network SA(n1,r1,n1n2,n2,r2): a three-stage AWG network, which comprises N1=r1n1 input ports on the input side, each input port being a 1×n2 demultiplexer, N2=r2n2 output ports on the output side, each output port being an n1×1 multiplexer, and mA r1×r2 AWGs on the central stage, where r1=r2=r, n1=N1/r, n2=N2/r, and mA=n1n2, as shown in
KN2×N2 AWG network SB(K,N2,K,1,N2): an AWG network, with K N2×N2 AWGs in the first stage, and N2K×1 multiplexers in the second stage, as shown in
N1×N2 interconnection network 2: N1 left nodes and N1 N2×1 multiplexers on the left side, N2 right nodes and N2 1×N1 demultiplexers on the right side, and an N1×N2 AWG on the central stage;
N1×N2 interconnection network A1: consists of N1 left nodes and N1 N2×1 multiplexers, N2 right nodes and N2 1×N1 demultiplexers, and an N1×N2 AWG network SA on the central stage, as shown in
N1×N2 interconnection network B1: consists of N1 left nodes and N1 N2×1 multiplexers; N2 right nodes and N2 1×N1 demultiplexers, and an N1×N2 AWG network SB on the central stage, as shown in
N1×N2 interconnection network A2: consists of N1 left nodes and N1n2 r×1 multiplexers, N2 left nodes and N2n1 1×r demultiplexers, and n1n2 identical r×r AWGs on the central stage, as shown in
N1×N2 interconnection network B2: consists of N1 left nodes and N1 N2×1 multiplexers, N2 left nodes and KN2 1×N1 demultiplexers, and K identical N2×N2 AWGs on the central stage, as shown in
A method of construction of an AWG-based modular interconnection network comprises the following steps:
(1) Remove all the N1N2 cables in the N1×N2 interconnection network 1 as shown in
As the fabrication of AWGs with very large N1 and N2 is impractical, it is necessary to decompose the AWG into a network of small AWGs: substitute the N1×N2 AWG with an AWG network SA(n1,r1,mA,n2,r2), as shown in
As shown in
Wavelengths are precious resources in an optical communication window, and the number of wavelengths required by the system should not increase with the dimension of the interconnection network, and therefore, wavelength reuse must be taken into account. As shown in
As shown in
(2) If the dimension of the AWG in the central stage is still very large, the method of step (2) can be employed to substitute each AWG in the central stage with a module encapsulated with a three-stage AWG network.
A method for constructing an AWG-based modular interconnection network is shown. As for a 15×10 interconnection network 1, as shown in
1. Substitute the 150 cables on
2. Decompose the 15×10 AWG in 2 into an AWG network SA(3,5,6,2,5), which consists of fifteen (15) 1×2 demultiplexers, six (6) 5×5 AWGs, and ten (10) 3×1 multiplexers. Accordingly, the wavelength set Λ=(λ0, λ1, . . . , λ14} is divided to 3 subsets Λ0={λ0, . . . , λ4}, Λ1={λ5, . . . , λ9}, and Λ2={λ10, . . . , λ14}, which are respectively associated with the six (6) 5×5 AWGs in the central stage. As shown in
3. Substitute a 1×2 demultiplexer of SA and a 10×1 multiplexer on the left side of 2 with two (2) 5×1 AWGs, and substitute a 3×1 multiplexer of SA and the 1×15 demultiplexer on the right side of 2 with three (3) 1×5 AWG Wavelength dependence among the 6 5×5 AWGs is eliminated due to the transceivers equipped on both sides of 2. Thus, these AWGs can be associated with the same wavelength subset Λ0, which indicates that the wavelength reuse property is achieved. As shown in
A method for constructing an AWG-based modular interconnection network, as for a 12×6 interconnection network 1 as shown in
1. Substitute the 72 linking cables in the middle of
2. Decompose the 12×6 AWG in N2 into an AWG network SB(2,6,2,1,6) that consists of six (6) 1×2 multiplexers, two (2) 6×6 AWGs. Accordingly, Λ={λ0, λ1, . . . , λ14} is divided into 2 subsets Λ0={λ0, . . . , λ5} and Λ1={λ6, . . . , λ11}, which are respectively associated with the two (2) 6×6 AWGs in the central stage. As shown in
3. Substitute a 2×1 multiplexer of SB and a 1×12 demultiplexer on the right side of 2 with two (2) 1×6 AWGs. Wavelength dependence between the two (2) 6×6 AWGs is eliminated due to the transceivers provided on both sides of 2. Thus, these AWGs can be associated with the same wavelength subset Λ0, which indicates that the wavelength reuse property is achieved. As shown in
Number | Date | Country | Kind |
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201410410122.8 | Aug 2014 | CN | national |