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Kafka >> mail # dev >> produce request wire format question


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Re: produce request wire format question
Yes I believe the TopicErrorCode is also an int16. I will update the
documentation accordingly.

In general, if the protocol specification is not explicit it should be
made explicit. This will help other client driver authors in the future.
If you find any other errors or omissions in the documentation please
let us know. Also, in general error codes are int16.

--
Colin B.

On 05/23/2013 09:43 AM, Dave Peterson wrote:
> Ok, thanks for the information.  Looking at the wire format for the
> metadata response, I see that the right hand side of the TopicMetadata
> production contains a TopicErrorCode, and the right hand side of the
> PartitionMetadata production contains a PartitionErrorCode.  Are both
> of these 16-bit values?  In general, where it isn't stated explicitly in
> the documentation, can I assume that all error codes are 16-bit values?
>
> Thanks,
> Dave
>
>
> On Wed, May 22, 2013 at 4:29 PM, Neha Narkhede <[EMAIL PROTECTED]> wrote:
>> 1. Correct
>> 2. The producer does not use or depend on zookeeper anymore. It refreshes
>> its view of the cluster metadata by using a TopicMetadataRequest to any of
>> the kafka brokers. It maps a message to a partition using the following
>> rules -
>> 2.1 If a message has no key, use any available partition
>> 2.2 If a message has a key and the user has defined a custom partitioner,
>> use it to map the key to a partition id
>> 2.3 If a message has a key and the user has not defined a custom
>> partitioner, use the default hash based partitioner that ships with Kafka
>>
>> Thanks,
>> Neha
>>
>>
>> On Wed, May 22, 2013 at 1:33 PM, Dave Peterson <[EMAIL PROTECTED]>wrote:
>>
>>> Ok, the picture I have in my mind of how things work in 0.8 (from a
>>> producer's point of view) is as follows:
>>>
>>>     1.  An application program sends log messages to a producer.  Each
>>>         message is provided as a key/value pair, where the key is chosen
>>>         by the application and the value is the message contents.  By its
>>>         choice of key, the application may influence or control which
>>>         partition the message gets sent to.
>>>
>>>     2.  The producer receives messages as key/value pairs.  From talking
>>>         with zookeeper, it knows the set of available brokers and which
>>>         partitions each broker has.  If the sending application provided a
>>> key
>>>         for a given message, the contents of the key may optionally
>>>         influence the producer's choice of broker and partition to send the
>>>         message to, according to some convention understood by both
>>>         application program and producer.
>>>
>>> Is this correct?
>>>
>>> Thanks,
>>> Dave
>>>
>>> On Wed, May 22, 2013 at 9:28 AM, Jun Rao <[EMAIL PROTECTED]> wrote:
>>>> Dave,
>>>>
>>>> Currently, the broker expects each producer request to specify the exact
>>>> partition id (-1 is on longer valid). The mapping from a message to a
>>>> partition is done at the producer client. The producer can choose a
>>> random
>>>> partition (from the existing list of partitions) or deterministically
>>>> choose a partition based on the key.
>>>>
>>>> Thanks,
>>>>
>>>> Jun
>>>>
>>>>
>>>> On Tue, May 21, 2013 at 1:12 PM, Dave Peterson <[EMAIL PROTECTED]
>>>> wrote:
>>>>
>>>>> In my case, there is a load balancer between the producers and the
>>>>> brokers, so I want the behavior described for the Java client (null key
>>>>> specifies "any partition").  If the Key field of each individual message
>>>>> specifies the partition to send it to, then I don't understand the
>>> purpose
>>>>> of the 32-bit partition identifier that precedes each message set in a
>>>>> produce request: what if a produce request specifies "partition N" for a
>>>>> given message set, and then each individual message in the set
>>>>> specifies a different partition in its Key field?  Also, the above-
>>>>> mentioned partition identifier is a 32-bit integer and the Key field of
>>>>> each individual message can contain data of arbitrary length, which