Hyperledger Fabric 建立一个简单网络

Building you first network

网络结构:

2个Orgnizations(每个Org包含2个peer节点)+1个solo ordering service

打开fabric-sample下的示例first-network

Hyperledger Fabric 建立一个简单网络

其中byfn.sh为启动这个网络的启动脚本,启动脚本中除建立一个包含4个节点和1个Order service的网络外,还会启动一个容器用来执行脚本在channel中加入节点,部署和初始化chaincode,以及在部署的chaincode上执行交易。

启动脚本

第一步,生成必要文件,执行命令:

Hyperledger Fabric 建立一个简单网络

Hyperledger Fabric 建立一个简单网络

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alt="" name="图像2" width="643" height="84" align="left" border="0" />

默认channel名称为mychannel

上述是否继续选择y,脚本程序会给网络实例生成数字证书和密钥;生成genesis block用来启动ordering service;一些用来配置channel的配置交易

1、生成数字证书和密钥

Hyperledger Fabric 建立一个简单网络

2、生成genesis block

Hyperledger Fabric 建立一个简单网络

3、生成channel配置交易

Hyperledger Fabric 建立一个简单网络

4、生成anchor peer update for Org1MSP

Hyperledger Fabric 建立一个简单网络

5、生成anchor peer update for Org2MSP

Hyperledger Fabric 建立一个简单网络

执行上述命令后,查看证书目录:

Hyperledger Fabric 建立一个简单网络

2、第二步,启动网络,执行命令./byfn.sh -m up

Hyperledger Fabric 建立一个简单网络

上图显示在一个节点上安装chaincode所配置的环境变量,其中配置了节点所拥有的证书信息。

执行结束后,终端显示如下:

Hyperledger Fabric 建立一个简单网络

上述命令会启动所有的containers,

Hyperledger Fabric 建立一个简单网络

上面通过脚本./byfn.sh生成了一个fabric网络,接下来详细说明脚本中所执行的命令信息:

1、Crypto Generator

cryptogen工具会对网络节点生成证书信息,证书信息可以代表每一个实例节点,用于节点间通信和交易。

cryptogen使用的配置文件为crypto-config.yaml。配置文件中描述了网络的拓扑结构同时会为Orgnizations和Orgnizations下的节点生成一系列的证书。每个Orgnization会有一个根证书ca-cert用来绑定特定节点(peer或者order)到该Orgnization。通过对每个Orgnization颁发一个唯一的数字证书,我们可以模仿典型的区块链网络,每个加入链的成员使用自己的数字证书进行获取授权。交易和通信使用节点的私鈅,验证使用节点的公钥(数字证书)。配置文件里的count参数用来指定每个Orgnization的节点数量,本例子中一个Orgnization下面包含两个节点,所以count的值在本例中设定为2。

在运行这个命令之前,我们快速的看一下crypto-config.yaml里的配置信息。特别关注OrderOrgs header下的Name,Domain和Specs几个参数。

使用命令:

sed 's/^[ ]*#.*$//g' crypto-config.yaml > crypt.yaml

sed -i '/^$/d' crypt.yaml

去掉配置文件中的注释部分如下:

Hyperledger Fabric 建立一个简单网络

网络节点的命名规则为{Hostname}.{Domain}。以上述配置文件中order节点为例,order节点的命名为orderer.example.com,对应的MSP Id为Orderer。

运行cryptogen命令后,生成的数字证书和密钥信息保存在crypto-config文件夹中。

Configuration
Transaction Generation

配置交易生成工具:configtxgen
用来生成4个配置信息

orderer
genesis block

fabric
channel configuration transaction

2个anchor
peer transaction (每个Peer
Org生成一个)

orderer
block是ordering
service的起始block,channel配置交易文件在channel创建时广播到orderer。anchor
peer交易用来指定channel上每个Org的Anchor
Peer。

configxgen的配置文件为configtx.yaml,其中包含对我们所创建的示例网络的定义。配置文件包含3个角色,一个Orderer
Org(OrderOrg)和两个Peer
Orgs(Org1和Org2)。配置文件也指定了一个组合SampleConsortium,包含2个Peer
Org。打开配置文件,配置文件顶部Profiles部分有两个唯一的headers。其中TwoOrgsOrderedGenesis用来配置orderer
genesis block,TwoOrgChannel用来配置我们的channel。

Hyperledger Fabric 建立一个简单网络

Hyperledger Fabric 建立一个简单网络

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" alt="" name="图像15" width="643" height="571" align="left" border="0" />上述配置文件中还包含两个没有特别意义的指定信息。第一个,我们为每一个Peer Org指定了Anchor Peer(peer0.org1.example.com和peer0.org2.example.com)。第二点,我们指定了每个角色的MSP路径,从而允许我们把每个Org的根证书存储在orderer genesis block中。这是一个重要的概念。现在每个节点和ordering service通信都需要验证通过他们的数字证书。

运行cryptogen和configtxgen命令

可以手动运行上述两个命令生成数字证书/密钥或者生成配置交易。也可以通过修改脚本byfn.sh脚本实现上述目标。

手动生成证书和配置交易

可以参考byfn.sh脚本中的generateCerts函数理解生成网络配置中数字证书的命令。为了便利,这里我们也提供了一种参考方法。

首先运行cryptogen工具。cryptogen命令在first
network子目录的bin目录下,下面运行命令使用了该命令所在位置的相对路径。

../bin/cryptogen
generate --config=./crypto-config.yaml

也许你会遇到提示如下警告,直接忽略就可以

[bccsp]
GetDefault -> WARN 001 Before using BCCSP, please call
InitFactories(). Falling back to bootBCCSP.
接下来,我们需要告诉configtxgen工具引用哪里的配置文件configtx.yaml。这里我们通过设置环境变量来设定配置文件的路径。
export
FABRIC_CFG_PATH=$PWD
../bin/configtxgen
-profile TwoOrgsOrdererGenesis -outputBlock
./channel-artifacts/genesis.block

你可以忽略掉关于intermediate certificates, certificate revocation lists (crls) and MSP configurations的警告信息,在本例中的网络中,我们不会用到上述信息。

接下来,我们创建channel交易。确保替换$CHANNEL_NAME的值或者设置CHANNEL_NAME作为一个环境变量。创建命令如下:

export
CHANNEL_NAME=mychannel

#
this file contains the definitions for our sample channel
../bin/configtxgen
-profile TwoOrgsChannel -outputCreateChannelTx
./channel-artifacts/channel.tx -channelID $CHANNEL_NAME

接下来,在我们创建的channel上定义Org1的Anchor Peer节点。执行命令为:

../bin/configtxgen
-profile TwoOrgsChannel -outputAnchorPeersUpdate
./channel-artifacts/Org1MSPanchors.tx -channelID $CHANNEL_NAME -asOrg
Org1MSP

在channel上定义Org2的Anchor Peer节点:

../bin/configtxgen
-profile TwoOrgsChannel -outputAnchorPeersUpdate
./channel-artifacts/Org2MSPanchors.tx -channelID $CHANNEL_NAME -asOrg
Org2MSP

启动网络

我们引用一个docker-compose脚本启动网络,docker-compose文件引用了我们之前下载的镜像文件同时根据之前生成的genesis.block引导orderer。

working_dir:
/opt/gopath/src/github.com/hyperledger/fabric/peer
#
command: /bin/bash -c './scripts/script.sh ${CHANNEL_NAME}; sleep
$TIMEOUT'
volumes
如果去掉注释部分,网络启动时脚本会执行所有的CLI命令。这里我们手动的执行每一条命令,以便于我们了解命令的语法和功能。
给TIMEOUT参数传递一个相对较大的值(单位为秒);否则CLI容器默认会在60s后退出。
启动网络:
CHANNEL_NAME=$CHANNEL_NAME
TIMEOUT=<pick_a_value>
docker-compose
-f docker-compose-cli.yaml up -d
如果你想实时查看执行上述命令的日志信息,那么去掉上面的-d选项(后台运行)。如果打开了上述日志流,那么你需要另外再打开一个终端用来执行CLI命令。
环境变量
为了在peer0.org1.example.com上执行下面的CLI命令,需要先配置下面4个环境变量。peer0.org1.example.com的这些变量我们已经在CLI容器中配置了,因此我们可以不用传递这些环境变量的值了。但是,如果你想发送命令到其他peer或者orderer,你需要提供这些变量相应的值。检查docker-compose-base.yaml查看那指定的路径。
#
Environment variables for PEER0

CORE_PEER_MSPCONFIGPATH=/opt/gopath/src/github.com/hyperledger/fabric/peer/crypto/peerOrganizations/org1.example.com/users/Admin@org1.example.com/msp
CORE_PEER_ADDRESS=peer0.org1.example.com:7051
CORE_PEER_LOCALMSPID="Org1MSP"
CORE_PEER_TLS_ROOTCERT_FILE=/opt/gopath/src/github.com/hyperledger/fabric/peer/crypto/peerOrganizations/org1.example.com/peers/peer0.org1.example.com/tls/ca.crt
创建和加入channel
执行docker
exec命令进入CLI容器
docker
exec -it cli bash
成功执行后,出现如下提示:
root@0d78bb69300d:/opt/gopath/src/github.com/hyperledger/fabric/peer#
之前,我们使用configtxgen工具生成了配置交易channel.tx。我们将会传递这个交易到orderer作为创建channel请求的一部分。
注意:--cafile选项是orderer的根证书存放在本地的路径,该信息可以用来验证TLS握手过程。
我们使用-c选项指定channel的名字,使用-f选项指定配置交易。在本例中为channel.tx,你也可以mount配置交易为一个不同的名字。(配置交易通过本地路径mount到容器中)
export
CHANNEL_NAME=mychannel

#
the channel.tx file is mounted in the channel-artifacts directory
within your CLI container
#
as a result, we pass the full path for the file
#
we also pass the path for the orderer ca-cert in order to verify the
TLS handshake
#
be sure to replace the $CHANNEL_NAME variable appropriately

peer
channel create -o orderer.example.com:7050 -c $CHANNEL_NAME -f
./channel-artifacts/channel.tx --tls $CORE_PEER_TLS_ENABLED --cafile
/opt/gopath/src/github.com/hyperledger/fabric/peer/crypto/ordererOrganizations/example.com/orderers/orderer.example.com/msp/tlscacerts/tlsca.example.com-cert.pem
这条命令返回一个genesis
block
<channel-ID.block>。该block可以用来加入channel时使用,block中包含了channel.tx中指定的配置信息。
你需要留在CLI容器中执行剩余的手动命令。如果发送命令的目标不是peer0.org1.example.com,那么要重新设置相应的环境变量。现在我们加入peer0.org1.example.com到channel中
#
By default, this joins ``peer0.org1.example.com`` only
#
the <channel-ID>.block was returned by the previous command

 peer
channel join -b <channel-ID.block>
你可以修改上边4个环境变量的值为其他peer节点信息配置加入其他节点到channel中。
安装和实例化chaincode
我们利用一个简单的已写好的chaincode。应用通过chaincode和区块链的账本进行交互,因此我们需要首先在每个peer节点上安装chaincode用来执行交易和背书交易,然后在channel上实例化chaincode。
首先安装例子go代码到4个peer节点中的一个。这个命令会把go源码放在peer节点的文件系统中。
peer
chaincode install -n mycc -v 1.0 -p
github.com/hyperledger/fabric/examples/chaincode/go/chaincode_example02
接下来,在channel上实例化chaincode。这将会在channel上初始化chaincode,为chaincode设置背书策略,为目标peer启动一个chaincode容器。注意-P参数,这个参数指定了在该chaincode上一个交易被认可需要的背书级别。
接下来的命令中,我们设置-P参数为
-P
"OR ('Org0MSP.member','Org1MSP.member')"
。这表示我们需要Org1或者Org2中一个peer节点的背书。如果改变语法为AND,那么就需要两个背书。#
be sure to replace the $CHANNEL_NAME environment variable
#
if you did not install your chaincode with a name of mycc, then
modify that argument as well

peer
chaincode instantiate -o orderer.example.com:7050 --tls
$CORE_PEER_TLS_ENABLED --cafile
/opt/gopath/src/github.com/hyperledger/fabric/peer/crypto/ordererOrganizations/example.com/orderers/orderer.example.com/msp/tlscacerts/tlsca.example.com-cert.pem
-C $CHANNEL_NAME -n mycc -v 1.0 -c '{"Args":["init","a",
"100", "b","200"]}' -P "OR
('Org1MSP.member','Org2MSP.member')"
上述命令中的mycc为上文中peer上安装的chaincode的名称。
下面查询a的值,确认chaincode被正确的实例化,stateDB正常的运行。查询的语法如下:
#
be sure to set the -C and -n flags appropriately

peer
chaincode query -C $CHANNEL_NAME -n mycc -c '{"Args":["query","a"]}'
现在从a转移10到b。这个交易会产生一个新的区块并更新stateDB。调用的语法是:
#
be sure to set the -C and -n flags appropriately

peer
chaincode invoke -o orderer.example.com:7050 --tls
$CORE_PEER_TLS_ENABLED --cafile
/opt/gopath/src/github.com/hyperledger/fabric/peer/crypto/ordererOrganizations/example.com/orderers/orderer.example.com/msp/tlscacerts/tlsca.example.com-cert.pem
-C $CHANNEL_NAME -n mycc -c '{"Args":["invoke","a","b","10"]}'
现在再次查询,查看上述转移10的命令是否已经成功执行,执行的命令是:
#
be sure to set the -C and -n flags appropriately

peer
chaincode query -C $CHANNEL_NAME -n mycc -c '{"Args":["query","a"]}'
正常执行,会输出如下提示:
Query
Result: 90
下面描述docker-compose-cli.yaml文件中没有注释script.sh时的执行情况。去掉包含script.sh脚本执行的注释,然后使用docker-compose命令再次启动网络。
1、Script.sh脚本在CLI容器里已经备份过,脚本执行createChannel命令根据设定的channel名字,使用channel.tx文件作为channel配置交易。
2、createChannel执行的输出是一个genesis
block-<your channel
name>.block。输出存储在peer节点的文件系统上包含了channel.tx所指定的channel配置信息。
3、joinChannel命令被执行(4个peer节点),joinChannel命令使用上文生成的genesis
block作为参数,该命令引导peer节点加入到<your
channel name>并且建立一个以<your
channel name>.block为起始的链。
4、目前我们建立了一个包含4个节点的channel,channel包含两个orgnizations。类似TwoOrgsChannel文件的配置。
5、peer0.org1.example.com和peer1.org1.example.com属于Org1;peer0.org2.example.com和peer1.org2.example.com属于Org2
6、这些关系在crypto-config.yaml里定义,MSP的路径在docker
compose中指定
7、Org1MSP的Anchor
Peer(peer0.org1.example.com)和Org2MSP的Anchor
peer(peer0.org2.example.com)被更新。我们通过传递Org1MSPanchor.tx和Org2MSPanchor.tx以及channel的名字到ordering
service来实现这一步。
8、将编写好的chaincode_example02安装在peer0.org1.example.com和peer0.org2.example.com上(这里并没有安装在所有peer上,而是仅安装在anchor
peer节点上,anchor
peer节点之前每个Org设置了一个)
9、chaincode在peer0.org2.example.com上实例化。实例化过程添加chaincode到channel中,为目标peer启动容器,同时初始化与chaincode相关的key-value键值对。本例中初始化的值为[“a”,”100”
“b”,”200”]。实例化后会启动一个容器dev-peer0.org2.example.com-mycc-1.0。(实例化过程发送至peer0.org2.example.com上执行
10、实例化过程也传递了一个背书策略的参数。背书策略类似形式:-P
"OR   
('Org1MSP.member','Org2MSP.member')"
,代表任何交易必须被Org1Org2的一个peer背书。
11、在peer0.org1.example.com上执行查询a的值。chaincode之前已经安装在peer0.org1.example.com上了,因此查询操作会为Org1peer0节点启动一个容器dev-peer0.org1.example.com-mycc-1.0。查询结果也会返回回来,这个过程中没有任何写操作发生,所以a的值还是100
12、发送一个转移账户金额的调用到peer0.org1.example.com,从a账户转移10单位至b账户
13chaincode然后安装在peer1.org2.example.com
14、发送查询a账户操作至peer1.org2.example.com。这将启动第三个chaincode容器dev-peer1.org2.example.com-mycc-1.0。返回金额90,说明之前帐号金额的转移操作成功执行。
这说明了什么
为了在账本上成功的执行读写操作,chaincode必须安装在peer上。另外,chaincode容器直到实例化或者传统交易-读写执行的时候(例:查询a账户的值),chaincode容器才会启动。channel中的每个节点都维护了账本的完全复制,存储了不可改变的、序列化的记录区块以及state
database
用于保存当前的fabric状态。即便是那些没有安装chaincode的节点(例如peer1.org1.example.com)也会同步账本。最终chaincode在安装到peer1.org1.example.com后就可以被调用了,因为chaincode已经完成了实例化。
怎样查看交易信息
查看CLI
docker
容器的日志信息
docker
logs -f cli
可以看到交易的详细过程
怎样查看chaincode的日志
在每个chaincode
container
上可以查看当前container里所执行过的交易。具体查看命令如下:
docker
logs dev-peer0.org2.example.com-mycc-1.0
docker
logs dev-peer0.org1.example.com-mycc-1.0
docker
logs dev-peer1.org2.example.com-mycc-1.0
理解docker-compose拓扑结构
BYFN例子提供了两种docker-compose文件配置,每一种都是由docker-compose-base.yaml(文件存放在base文件夹中)文件拓展而来。第一个配置文件是docker-compose-cli.yaml,该配置文件配置了一个CLI容器,一个orderer4peer节点。使用该配置文件启动可以实现本文中的所有操作指令。第二种配置文件docker-compose-e2e.yaml是配置启动一个使用Node.js
SDK
的点对点测试。这个配置文件的主要区别是包含了fabric-ca-servers容器。因此,我们可以使用REST接口实现向CA组织注册和登记用户。
如果你想使用docker-compose-e2e.yaml并且不先运行byfn.sh脚本,那么我们需要做4个微改动。我们需要设定Organization
CA
的私鈅。你可以设定这些值为你的crypto-config文件夹。例如设置Org1的私鈅路径为:crypto-config/peerOrganizations/org1.example.com/ca/。私鈅文件是一个长hash值加上_sk组成。设定Org2的私鈅为crypto-config/peerOrganizations/org2.example.com/ca/
另外2出改动是修改docker-compose-e2e.yamlca0ca1配置中的FABRIC_CA_SERVER_TLS_KEYFILE变量对应的值。需要指定tls证书所在的路径。
按照一个简单区块链网络的生成过程,制作执行过程如下:

执行步骤

执行命令和前置条件

生成必要信息

1、网路节点的证书文件

../bin/cryptogen
generate --config=./crypto-config.yaml

2、生成gensis block

export
FABRIC_CFG_PATH=$PWD
../bin/configtxgen
-profile TwoOrgsOrdererGenesis -outputBlock
./channel-artifacts/genesis.block

3、生成channel.tx

../bin/configtxgen
-profile TwoOrgsChannel -outputCreateChannelTx
./channel-artifacts/channel.tx -channelID $CHANNEL_NAME

4、生成anchor peer

../bin/configtxgen
-profile TwoOrgsChannel -outputAnchorPeersUpdate
./channel-artifacts/Org1MSPanchors.tx -channelID $CHANNEL_NAME
-asOrg Org1MSP

创建channel

peer channel create -o orderer.example.com:7050 -c $CHANNEL_NAME -f ./channel-artifacts/channel.tx

创建channel的命令由peer节点发起,使用上文生成的channel.tx,上述命令生成<channel_name>.block在当前文件夹中,该block中保存了channel.tx的信息。节点加入channel后,该区块作为节点区块链的第一个区块。

加入peer节点到channel中

peer channel join -b $CHANNEL_NAME.block

peer加入channel时使用创建channel时生成的block文件

加入哪个peer节点到channel中,需要通过在CLI容器中设置如下环境变量指定:

CORE_PEER_LOCALMSPID="Org1MSP"

CORE_PEER_TLS_ROOTCERT_FILE=/opt/gopath/src/github.com/hyperledger/fabric/peer/crypto/peerOrganizations/org1.example.com/peers/peer0.org1.example.com/tls/ca.crt

CORE_PEER_MSPCONFIGPATH=/opt/gopath/src/github.com/hyperledger/fabric/peer/crypto/peerOrganizations/org1.example.com/users/Admin@org1.example.com/msp

CORE_PEER_ADDRESS=peer0.org1.example.com:7051

设置上述环境变量,加入peer0节点到channel中

更新Anchor
peer

peer
channel update -o orderer.example.com:7050 -c $CHANNEL_NAME -f
./channel-artifacts/${CORE_PEER_LOCALMSPID}anchors.tx

使用configtxgen生成的anchor.tx文件

安装chaincode

peer
chaincode install -n mycc -v 1.0 -p
github.com/hyperledger/fabric/examples/chaincode/go/chaincode_example02

在CLI容器中设置环境变量指定在哪个peer节点上安装chaincode

在channel上实例化chaincode

peer
chaincode instantiate -o orderer.example.com:7050 --tls
$CORE_PEER_TLS_ENABLED --cafile $ORDERER_CA -C $CHANNEL_NAME -n
mycc -v 1.0 -c '{"Args":["init","a","100","b","200"]}'
-P "OR ('Org1MSP.member','Org2MSP.member')"

需要设定环境变量指定在哪个peer节点上执行实例化chaincode命令

执行chaincode调用

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