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NiFi - How to connect singel chunks of bytearrays and make base64encoded-string of it?

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NiFi - How to connect singel chunks of bytearrays and make base64encoded-string of it?

Rising Star

NiFi downloads files (PDF-Invoices) from a DMS.

Problem:
1 file consists of n chunks (average 3 to 4 chunks pro file)
The singel chunk-data are base64-coded byte-arrays.
So decoding the singel chunks and concatenate them to one string fails.

 

Target:
NiFi has to connect all chunks of one file and give it as base64encoded-string to a Webservice.

 

Solution:
Chunk-data from xml-Response are set into an attribute. And now?
Maybe using a groovy script?
I have no idea of groovy but thought doing something like this:

 

def ChunkData = new groovy.json.JsonSlurper().parse(byte[] bytes, flowFile.getAttribute('DMS_CHUNKDATA'))
ByteArrayOutputStream byteArrayOutputStream = getByteStreamMethod();

I don't know.

 

Because of some restrictions the whole NiFi-Process is exclusivly running on primary node so it would also be possible to write temporarily to NiFi-Server.

 

Using NiFi 1.11.1

 

Hope for getting some help. Thank you.

7 REPLIES 7
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Re: NiFi - How to connect singel chunks of bytearrays and make base64encoded-string of it?

Rising Star

Can noone help here?
It doesn't have to be a script-solution. Any kind of working solution does it...

Re: NiFi - How to connect singel chunks of bytearrays and make base64encoded-string of it?

Cloudera Employee

Can you give sample data?

 

In one part you say that the payload has the chunks :

 

1 file consists of n chunks (average 3 to 4 chunks pro file)

 

But further down you imply that its on the metadata of the Rest "response"?

 

"Chunk-data from xml-Response are set into an attribute. And now?"

Highlighted

Re: NiFi - How to connect singel chunks of bytearrays and make base64encoded-string of it?

Rising Star

@DigitalPlumber  Thanks for your feedback. I'm sorry if my information was unclear.

There's no contradiction.

 

In fact, every PDF consists of n chunks, as I said, about 3 - 4.
The individual chunks are contained in the response content in xml format.


NiFi runs through a loop and retrieves the related chunks one after the other via a SOAP API, until the status "Complete" is reported for the last chunk.
For each chunk, the chunk data is determined via EvaluateXPath and "collected" in an attribute.

2020-05-20_HWC_NIFI_Chunks.png

 

If a PDF consists of exactly 1 chunk, the data can easily be forwarded to the target service and the file stored there is a perfect PDF.
If the file consists of more than 1 chunk, some "padding-characters" are probably added, which then create an invalid PDF (= no content) when the single chunk data are connected.

Here are xml example data, where the PDF consists of two chunks.
Sorry, i don't find the option to attache files and data are too long for one post.
They are too long even to post them in single posts.

EDIT: Sample data in the following 3 replies
Example data - Chunk 0 (Status=InProgress) -- Part 1   &   Part 2
Example data - Chunk 1 (Status=Complete)

Highlighted

Re: NiFi - How to connect singel chunks of bytearrays and make base64encoded-string of it?

Rising Star

Example data - Chunk 0 (Status=InProgress) -- Part 1
(Due to the length limitation of the posts, the data is split.)

 

<s:Envelope xmlns:s="http://schemas.xmlsoap.org/soap/envelope/"><s:Body><FileDownloadResponse xmlns="http://schemas.akzentum.de/2013/07/proxessws"><Status>InProgress</Status><NextChunkID>1</NextChunkID><ChunkData>JVBERi0xLjcKJeLjz9MKMyAwIG9iago8PC9Db2xvclNwYWNlL0RldmljZVJHQi9TdWJ0eXBlL0ltYWdlL0hlaWdodCA1MzIvRmlsdGVyL0RDVERlY29kZS9UeXBlL1hPYmplY3QvV2lkdGggMTY5My9CaXRzUGVyQ29tcG9uZW50IDgvTGVuZ3RoIDEyOTY3MD4+c3RyZWFtCv/Y/+AAEEpGSUYAAQEBAAAAAAAA/+EQ+kV4aWYAAE1NACoAAAAIAAQBDgACAAAAEAAACEqHaQAEAAAAAQAACFqcmwABAAAAIAAAENLqHAAHAAAIDAAAAD4AAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABNUkRFVV9Mb2dvXzRjXzYAAAWQAwACAAAAFAAAEKiQBAACAAAAFAAAELySkQACAAAAAzAwAACSkgACAAAAAzAwAADqHAAHAAAIDAAACJwAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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Re: NiFi - How to connect singel chunks of bytearrays and make base64encoded-string of it?

Rising Star

Example data - Chunk 0 (Status=InProgress) -- Part 2

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xmlns:i="http://www.w3.org/2001/XMLSchema-instance"><IsRenderingEnabled>false</IsRenderingEnabled><IsFileRendered>false</IsFileRendered><Extension>pdf</Extension></RenderInfo></FileDownloadResponse></s:Body></s:Envelope>
Highlighted

Re: NiFi - How to connect singel chunks of bytearrays and make base64encoded-string of it?

Rising Star

Example data - Chunk 1 (Status=Complete)

<s:Envelope xmlns:s="http://schemas.xmlsoap.org/soap/envelope/"><s:Body><FileDownloadResponse xmlns="http://schemas.akzentum.de/2013/07/proxessws"><Status>Complete</Status><NextChunkID i:nil="true" xmlns:i="http://www.w3.org/2001/XMLSchema-instance"/><ChunkData>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**bleep**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</ChunkData><FileLength 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Highlighted

Re: NiFi - How to connect singel chunks of bytearrays and make base64encoded-string of it?

Rising Star

Hi all,

Sorry but I have to ask once again for help concerning here described problem.

Maybe someone could tell me how this Java-solution could be made by groovy?

ThanksJava_ChunkHandling.PNG

@DigitalPlumber 

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