{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "xvi_H9ugrYr2"
   },
   "source": [
    "# Running Haystack Pipelines in Asynchronous Environments\n",
    "\n",
    "_Notebook by [Madeeswaran Kannan](https://www.linkedin.com/in/m-kannan) & [Mathis Lucka](https://www.linkedin.com/in/mathis-lucka-685037201/)_\n",
    "\n",
    "In this notebook, you'll learn how to use the `AsyncPipeline` and async-enabled components to build and execute a Haystack pipeline in an asynchronous environment. It's based on [this short Haystack tutorial](https://haystack.deepset.ai/tutorials/27_first_rag_pipeline), so it would be a good idea to familiarize yourself with it before we begin. A further prerequisite is working knowledge of cooperative scheduling and [async programming in Python](https://docs.python.org/3/library/asyncio.html).\n",
    "\n",
    "## Motivation\n",
    "\n",
    "By default, the `Pipeline` class in `haystack` is a regular Python object class that exposes non-`async` methods to add/connect components and execute the pipeline logic. Currently, it *can* be used in async environments, but it's not optimal to do so since it executes its logic in a '[blocking](https://en.wikipedia.org/wiki/Blocking_(computing))' fashion, i.e., once the `Pipeline.run` method is invoked, it must run to completion and return the outputs before the next statement of code can be executed<sup>1</sup>. In a typical async environment, this prevents active async event loop from scheduling other `async` coroutines, thereby reducing throughput. To mitigate this bottleneck, we introduce the concept of async-enabled Haystack components and an `AsyncPipeline` class that cooperatively schedules the execution of both async and non-async components.\n",
    "\n",
    "\n",
    "<sup>1</sup> - This is a simplification as the Python runtime can potentially schedule another thread, but it's a detail that we can ignore in this case.\n",
    "\n",
    "### AsyncPipeline Benefits\n",
    "- Execute components concurrently to speed-up pipeline execution.\n",
    "- Execute components step by step to debug your pipelines.\n",
    "- Increase throughput in async environments, e.g. when executing pipelines behind a FastAPI-endpoint.\n",
    "- Allow individual components to opt into `async` support.\n",
    "    - Not all components benefit from being async-enabled - I/O-bound components are the most suitable candidates.\n",
    "- Provide a backward-compatible way to execute Haystack pipelines containing both async and non-async components.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "ofGFRy0hrYr3"
   },
   "source": [
    "Let's now go ahead and see what it takes to add async support to the original tutorial, starting with installing Haystack, and the requisite dependencies.\n",
    "\n",
    "## Development Environment\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:12:29.606493Z",
     "start_time": "2025-03-03T15:12:25.813915Z"
    },
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "s-s8odIUrYr4",
    "outputId": "acc26c93-6328-4886-b23f-93e8e4330016"
   },
   "outputs": [],
   "source": [
    "%%bash\n",
    "\n",
    "pip install -U haystack-ai -q\n",
    "pip install datasets -q\n",
    "pip install sentence-transformers-haystack -q\n",
    "pip install nest_asyncio -q"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "S7ElROeVrYr4"
   },
   "source": [
    "Provide an [OpenAI API key](https://platform.openai.com/api-keys) to ensure that LLM generator can query the OpenAI API."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:12:34.615394Z",
     "start_time": "2025-03-03T15:12:34.613062Z"
    },
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "DwEK6P0nrYr4",
    "outputId": "c80267a3-71f3-472f-d499-5af5684dcced"
   },
   "outputs": [],
   "source": [
    "import os\n",
    "from getpass import getpass\n",
    "\n",
    "if \"OPENAI_API_KEY\" not in os.environ:\n",
    "    os.environ[\"OPENAI_API_KEY\"] = getpass(\"Enter OpenAI API key:\")\n",
    "\n",
    "# If you're running this notebook on Google Colab, you can do the following instead:\n",
    "#\n",
    "# from google.colab import userdata\n",
    "# if \"OPENAI_API_KEY\" not in os.environ:\n",
    "#  os.environ[\"OPENAI_API_KEY\"] = userdata.get('OPENAI_API_KEY')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:23:16.397131Z",
     "start_time": "2025-03-03T15:23:16.389062Z"
    }
   },
   "outputs": [],
   "source": [
    "# The IPython environment is already running an event-loop.\n",
    "# We will later use a method that tries to create another event-loop which would fail without this snippet.\n",
    "import nest_asyncio\n",
    "nest_asyncio.apply()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "91DT3OVArYr4"
   },
   "source": [
    "## Creating an AsyncPipeline\n",
    "\n",
    "### Fetching and Indexing Documents\n",
    "Initialize a `DocumentStore` to index your documents."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:23:21.608201Z",
     "start_time": "2025-03-03T15:23:21.602501Z"
    },
    "id": "1pwhqTvYrYr5"
   },
   "outputs": [],
   "source": [
    "from haystack.document_stores.in_memory import InMemoryDocumentStore\n",
    "\n",
    "document_store = InMemoryDocumentStore()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "14gSbwJDrYr5"
   },
   "source": [
    "Fetch the data and convert it into Haystack `Document`s."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:23:26.533030Z",
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    "outputId": "687146f2-cb10-4735-ac61-0e14fc5a18cf"
   },
   "outputs": [],
   "source": [
    "from datasets import load_dataset\n",
    "from haystack import Document\n",
    "\n",
    "dataset = load_dataset(\"bilgeyucel/seven-wonders\", split=\"train\")\n",
    "docs = [Document(content=doc[\"content\"], meta=doc[\"meta\"]) for doc in dataset]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "jMHigLOjrYr5"
   },
   "source": [
    "To store your data in the `DocumentStore` with embeddings, initialize a `SentenceTransformersDocumentEmbedder`.\n",
    "Then, run the embedder to calculate the embeddings of the docs and write the documents to the document store."
   ]
  },
  {
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    },
    "id": "l-f9RC-JrYr5",
    "outputId": "1342b08b-5c17-4a1a-e2b9-ec6a9aa2c477"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rLoading weights:   0%|          | 0/103 [00:00<?, ?it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rLoading weights: 100%|██████████| 103/103 [00:00<00:00, 26520.15it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:   0%|          | 0/5 [00:00<?, ?it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:  20%|██        | 1/5 [00:00<00:00,  5.76it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:  60%|██████    | 3/5 [00:00<00:00,  9.60it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches: 100%|██████████| 5/5 [00:00<00:00, 11.10it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches: 100%|██████████| 5/5 [00:00<00:00, 10.26it/s]"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Indexed 151 documents\n"
     ]
    }
   ],
   "source": [
    "from haystack_integrations.components.embedders.sentence_transformers import SentenceTransformersDocumentEmbedder\n",
    "\n",
    "doc_embedder = SentenceTransformersDocumentEmbedder(\n",
    "    model=\"sentence-transformers/all-MiniLM-L6-v2\"\n",
    ")\n",
    "\n",
    "docs_with_embeddings = doc_embedder.run(docs)\n",
    "n_docs_written = document_store.write_documents(docs_with_embeddings[\"documents\"])\n",
    "print(f\"Indexed {n_docs_written} documents\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "ltpP2JE3rYr5"
   },
   "source": [
    "The next step is to build the RAG pipeline to generate answers for a user query. We build a RAG pipeline using hybrid retrieval. Hybrid retrieval uses two retrieval branches that can run concurrently.\n",
    "\n",
    "Initialize a text embedder to create an embedding for the user query and an `InMemoryEmbeddingRetriever` as well as a `InMemoryBM25Retriever` to use with the `InMemoryDocumentStore` you initialized earlier. We feed the results of both retrievers into a `DocumentJoiner` and we use reciprocal rank fusion to get to our final ranking of the documents."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:13:06.991771Z",
     "start_time": "2025-03-03T15:13:06.988468Z"
    },
    "id": "nHXZHwynrYr6"
   },
   "outputs": [],
   "source": [
    "from haystack_integrations.components.embedders.sentence_transformers import SentenceTransformersTextEmbedder\n",
    "from haystack.components.retrievers.in_memory import InMemoryEmbeddingRetriever, InMemoryBM25Retriever\n",
    "from haystack.components.joiners import DocumentJoiner\n",
    "\n",
    "text_embedder = SentenceTransformersTextEmbedder(model=\"sentence-transformers/all-MiniLM-L6-v2\")\n",
    "embedding_retriever = InMemoryEmbeddingRetriever(document_store)\n",
    "bm25_retriever = InMemoryBM25Retriever(document_store)\n",
    "joiner = DocumentJoiner(join_mode=\"reciprocal_rank_fusion\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "Rygcc6q6rYr6"
   },
   "source": [
    "Create a custom prompt to use with the `ChatPromptBuilder` and initialize a `OpenAIChatGenerator` to consume the output of the former."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:13:11.597435Z",
     "start_time": "2025-03-03T15:13:11.569238Z"
    },
    "id": "fP4u_1AUrYr6"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "ChatPromptBuilder has 2 prompt variables, but `required_variables` is not set. By default, all prompt variables are treated as optional, which may lead to unintended behavior in multi-branch pipelines. To avoid unexpected execution, ensure that variables intended to be required are explicitly set in `required_variables`.\n"
    }
   ],
   "source": [
    "from haystack.components.builders import ChatPromptBuilder\n",
    "from haystack.components.generators.chat import OpenAIChatGenerator\n",
    "from haystack.dataclasses import ChatMessage\n",
    "\n",
    "template = \"\"\"\n",
    "Given the following information, answer the question.\n",
    "\n",
    "Context:\n",
    "{% for document in documents %}\n",
    "    {{ document.content }}\n",
    "{% endfor %}\n",
    "\n",
    "Question: {{question}}\n",
    "Answer:\n",
    "\"\"\"\n",
    "\n",
    "prompt_builder = ChatPromptBuilder(template=[ChatMessage.from_user(template)])\n",
    "generator = OpenAIChatGenerator(model=\"gpt-4o-mini\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "RZSpYju9rYr6"
   },
   "source": [
    "We finally get to the creation of the pipeline instance. Instead of using the `Pipeline` class, we use the `AsyncPipeline` class.\n",
    "\n",
    "The rest of the process, i.e., adding components and connecting them with each other remains the same as with the original `Pipeline` class."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:13:15.083896Z",
     "start_time": "2025-03-03T15:13:14.419594Z"
    },
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "-GFzT4AMrYr6",
    "outputId": "3cdc3975-8c9c-40f6-b816-19e51176bb1d"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from haystack import AsyncPipeline\n",
    "\n",
    "async_rag_pipeline = AsyncPipeline()\n",
    "# Add components to your pipeline\n",
    "async_rag_pipeline.add_component(\"text_embedder\", text_embedder)\n",
    "async_rag_pipeline.add_component(\"embedding_retriever\", embedding_retriever)\n",
    "async_rag_pipeline.add_component(\"bm25_retriever\", bm25_retriever)\n",
    "async_rag_pipeline.add_component(\"joiner\", joiner)\n",
    "async_rag_pipeline.add_component(\"prompt_builder\", prompt_builder)\n",
    "async_rag_pipeline.add_component(\"llm\", generator)\n",
    "\n",
    "# Now, connect the components to each other\n",
    "async_rag_pipeline.connect(\"text_embedder.embedding\", \"embedding_retriever.query_embedding\")\n",
    "async_rag_pipeline.connect(\"bm25_retriever.documents\", \"joiner.documents\")\n",
    "async_rag_pipeline.connect(\"embedding_retriever.documents\", \"joiner.documents\")\n",
    "async_rag_pipeline.connect(\"joiner.documents\", \"prompt_builder.documents\")\n",
    "async_rag_pipeline.connect(\"prompt_builder.prompt\", \"llm.messages\")\n",
    "\n",
    "async_rag_pipeline.show()\n",
    "# You can see from the visual pipeline representation that embedding retriever and bm25 retriever do not depend on each other; they could run concurrently"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "msBcivLZrYr6"
   },
   "source": [
    "Now, we create a coroutine that queries the pipeline with a question.\n",
    "\n",
    "We use the `run_async_generator` method to execute the `AsyncPipeline`. `run_async_generator` returns an `AsyncIterator` that we need to iterate over to make progress in the pipeline's execution.\n",
    "\n",
    "Essentially, this allows us to step through the pipeline execution component by component, which is useful for debugging a pipeline or when you want to run custom logic upon any component's completion.\n",
    "\n",
    "The `AsyncPipeline` also exposes:\n",
    " \n",
    "- a `run_async` method that executes the full pipeline before returning the final outputs\n",
    "- a `run` method that can be called from non-async environments but still executes components concurrently; the `run` method is a drop-in replacement for `Pipeline.run`\n",
    "\n",
    "\n",
    "We iterate over the `AsyncIterator` and print intermediate outputs from the retrievers and the joiner.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T14:48:42.342617Z",
     "start_time": "2025-03-03T14:48:39.908830Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Outputs from `bm25_retriever`.\n",
      "Score: 13.579097993994793\n",
      "Content: [21] However, the gardens were said to still exist at the time that later writers described them, and some of these accounts are regarded as deriving from people who had visited Babylon.[2] Herodotus, who describes Babylon in his Histories, does not mention the Hanging Gardens,[22] although it could be that the gardens were not yet well known to the Greeks at the time of his visit.[2]\n",
      "To date, no archaeological evidence has been found at Babylon for the Hanging Gardens.[6] It is possible that ev...\n",
      "------------\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:   0%|          | 0/1 [00:00<?, ?it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches: 100%|██████████| 1/1 [00:00<00:00, 30.03it/s]"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Outputs from `embedding_retriever`.\n",
      "Score: 0.6933102949214882\n",
      "Content: The construction of the Hanging Gardens has also been attributed to the legendary queen Semiramis[4] and they have been called the Hanging Gardens of Semiramis as an alternative name.[5]\n",
      "The Hanging Gardens are the only one of the Seven Wonders for which the location has not been definitively established.[6] There are no extant Babylonian texts that mention the gardens, and no definitive archaeological evidence has been found in Babylon.[7][8] Three theories have been suggested to account for th...\n",
      "------------\n",
      "Outputs from `joiner`.\n",
      "Score: 0.9919354838709679\n",
      "Content: [21] However, the gardens were said to still exist at the time that later writers described them, and some of these accounts are regarded as deriving from people who had visited Babylon.[2] Herodotus, who describes Babylon in his Histories, does not mention the Hanging Gardens,[22] although it could be that the gardens were not yet well known to the Greeks at the time of his visit.[2]\n",
      "To date, no archaeological evidence has been found at Babylon for the Hanging Gardens.[6] It is possible that ev...\n",
      "------------\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "LLM Response:\n",
      "The Hanging Gardens of Babylon are said to have been located in the ancient city of Babylon, which is near present-day Hillah in Babil province, Iraq. However, the exact location of the gardens has not been definitively established, and there is ongoing debate among historians and archaeologists about their existence and true location. Some theories suggest that they may have actually been the gardens constructed by the Assyrian king Sennacherib in Nineveh, which is near the modern city of Mosul, Iraq.\n"
     ]
    }
   ],
   "source": [
    "question = \"Where is Gardens of Babylon?\"\n",
    "inputs = {\n",
    "    \"text_embedder\": {\"text\": question},\n",
    "    \"bm25_retriever\": {\"query\": question},\n",
    "    \"prompt_builder\": {\"question\": question},\n",
    "}\n",
    "include_outputs_from = [\"embedding_retriever\", \"bm25_retriever\", \"joiner\"]\n",
    "consumed_outputs = []\n",
    "async for output in async_rag_pipeline.run_async_generator(data=inputs, include_outputs_from=include_outputs_from):\n",
    "    final_output = output\n",
    "    for component, results in output.items():\n",
    "        if component not in consumed_outputs:\n",
    "            consumed_outputs.append(component)\n",
    "            if \"documents\" in results:\n",
    "                print(f\"Outputs from `{component}`.\")\n",
    "                for doc in results[\"documents\"][:1]:\n",
    "                    print(f\"Score: {doc.score}\")\n",
    "                    print(f\"Content: {doc.content[:500]}...\")\n",
    "                    print(\"------------\")\n",
    "\n",
    "\n",
    "print(\"LLM Response:\")\n",
    "print(final_output[\"llm\"][\"replies\"][0].text)\n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Sequential vs Concurrent Execution\n",
    "Now, let's compare sequential execution and concurrent execution of multiple queries. We create two utility functions that run a list of questions. Both use the `AsyncPipeline` but only one of them runs each question as a co-routine."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:13:22.928702Z",
     "start_time": "2025-03-03T15:13:22.925562Z"
    },
    "id": "pDkiWtKarYr6"
   },
   "outputs": [],
   "source": [
    "import asyncio\n",
    "\n",
    "async def sequential_execution(pipeline: AsyncPipeline, questions: list[str]):\n",
    "    results = []\n",
    "    for question in questions:\n",
    "        inputs = {\n",
    "            \"text_embedder\": {\"text\": question},\n",
    "            \"bm25_retriever\": {\"query\": question},\n",
    "            \"prompt_builder\": {\"question\": question},\n",
    "        }\n",
    "        \n",
    "        results.append(await pipeline.run_async(data=inputs))\n",
    "    \n",
    "    return results\n",
    "\n",
    "async def concurrent_execution(pipeline: AsyncPipeline, questions: list[str]):\n",
    "    tasks = [pipeline.run_async(data={\n",
    "        \"text_embedder\": {\"text\": question},\n",
    "        \"bm25_retriever\": {\"query\": question},\n",
    "        \"prompt_builder\": {\"question\": question},\n",
    "    }) for question in questions]\n",
    "    \n",
    "    results = await asyncio.gather(*tasks)\n",
    "    \n",
    "    return results\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We run the pipeline with 3 examples."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:13:26.107245Z",
     "start_time": "2025-03-03T15:13:26.104250Z"
    }
   },
   "outputs": [],
   "source": [
    "examples = [\n",
    "    \"Where is Gardens of Babylon?\",\n",
    "    \"Why did people build Great Pyramid of Giza?\",\n",
    "    \"What does Rhodes Statue look like?\",\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's run the questions sequentially first."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:13:36.465027Z",
     "start_time": "2025-03-03T15:13:27.983996Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:   0%|          | 0/1 [00:00<?, ?it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches: 100%|██████████| 1/1 [00:00<00:00, 46.81it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:   0%|          | 0/1 [00:00<?, ?it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches: 100%|██████████| 1/1 [00:00<00:00, 38.20it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:   0%|          | 0/1 [00:00<?, ?it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches: 100%|██████████| 1/1 [00:00<00:00, 35.01it/s]"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "All tasks completed in 13.04 seconds\n"
     ]
    }
   ],
   "source": [
    "import time\n",
    "\n",
    "start = time.time()\n",
    "results = await sequential_execution(async_rag_pipeline, examples)\n",
    "end = time.time()\n",
    "total_time = end - start\n",
    "print(f\"All tasks completed in {total_time:.2f} seconds\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "OQTn6gu0rYr6"
   },
   "source": [
    "Let's check how long it takes if we run questions concurrently."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:14:24.609245Z",
     "start_time": "2025-03-03T15:14:21.028370Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:   0%|          | 0/1 [00:00<?, ?it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:   0%|          | 0/1 [00:00<?, ?it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\u001b[A"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches:   0%|          | 0/1 [00:00<?, ?it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\u001b[A\u001b[A"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\rBatches: 100%|██████████| 1/1 [00:00<00:00, 35.99it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\n\rBatches: 100%|██████████| 1/1 [00:00<00:00, 34.18it/s]"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": "\n\rBatches: 100%|██████████| 1/1 [00:00<00:00, 35.58it/s]"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "All tasks completed in 4.74 seconds\n"
     ]
    }
   ],
   "source": [
    "start = time.time()\n",
    "results = await concurrent_execution(async_rag_pipeline, examples)\n",
    "end = time.time()\n",
    "total_time = end - start\n",
    "print(f\"All tasks completed in {total_time:.2f} seconds\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "lFHpAFhYrYr6"
   },
   "source": [
    "You can see that concurrent execution of the pipeline is more than twice as fast as the sequential execution."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Concurrent Component Execution\n",
    "\n",
    "The example above is running the retriever components concurrently. Any components that could run concurrently, typically because they sit on parallel branches of the pipeline, are automatically scheduled to run concurrently by the `AsyncPipeline`'s run-logic.\n",
    "\n",
    "Let's create a small example with a custom component to illustrate concurrent execution in more detail."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:49:20.235164Z",
     "start_time": "2025-03-03T15:49:18.583884Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from haystack import component\n",
    "\n",
    "@component\n",
    "class WaitingComponent:\n",
    "    \"\"\"\n",
    "    A test component that simulates async operations by waiting for a specified time\n",
    "    before returning a message.\n",
    "\n",
    "    ### Usage example\n",
    "    ```python\n",
    "    test_comp = AsyncTestComponent(name=\"TestComponent\", wait_time=2)\n",
    "\n",
    "    # Sync usage\n",
    "    result = test_comp.run(user_msg=\"Hello\")\n",
    "    print(result[\"message\"])  # prints after 2 seconds\n",
    "\n",
    "    # Async usage\n",
    "    result = await test_comp.run_async(user_msg=\"Hello\")\n",
    "    print(result[\"message\"])  # prints after 2 seconds\n",
    "    ```\n",
    "    \"\"\"\n",
    "\n",
    "    def __init__(self, name: str, wait_time: int = 1):\n",
    "        self.name = name\n",
    "        self.wait_time = wait_time\n",
    "\n",
    "    @component.output_types(message=str)\n",
    "    def run(self, user_msg: str) -> dict:\n",
    "        \"\"\"\n",
    "        Synchronous method that waits for the specified time and returns a message.\n",
    "\n",
    "        :param user_msg: Input message from the user (unused in output but required for example)\n",
    "        :return: Dictionary containing the output message\n",
    "        \"\"\"\n",
    "        print(f\"Component {self.name} starts running...\")\n",
    "        time.sleep(self.wait_time)\n",
    "        print(f\"Component {self.name} is done!\")\n",
    "        return {\"message\": f\"Message from {self.name}\"}\n",
    "\n",
    "\n",
    "wait_1 = WaitingComponent(name=\"wait_1\", wait_time=1)\n",
    "wait_2 = WaitingComponent(name=\"wait_2\", wait_time=2)\n",
    "wait_3 = WaitingComponent(name=\"wait_3\", wait_time=3)\n",
    "wait_4 = WaitingComponent(name=\"wait_4\", wait_time=4)\n",
    "wait_5 = WaitingComponent(name=\"wait_5\", wait_time=5)\n",
    "\n",
    "pp = AsyncPipeline()\n",
    "\n",
    "\n",
    "pp.add_component(\"wait_1\", wait_1)\n",
    "pp.add_component(\"wait_2\", wait_2)\n",
    "pp.add_component(\"wait_3\", wait_3)\n",
    "pp.add_component(\"wait_4\", wait_4)\n",
    "pp.add_component(\"wait_5\", wait_5)\n",
    "\n",
    "pp.connect(\"wait_1\", \"wait_2\")\n",
    "pp.connect(\"wait_3\", \"wait_4\")\n",
    "\n",
    "pp.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can see that this pipeline has 3 parallel branches. Let's run this pipeline to see how it executes components concurrently."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-03-03T15:49:28.647997Z",
     "start_time": "2025-03-03T15:49:21.629549Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Component wait_1 starts running...Component wait_3 starts running...\n",
      "\n",
      "Component wait_5 starts running...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Component wait_1 is done!\n",
      "{'wait_1': {'message': 'Message from wait_1'}}\n",
      "Component wait_2 starts running...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Component wait_3 is done!\n",
      "{'wait_3': {'message': 'Message from wait_3'}}\n",
      "Component wait_4 starts running...\n",
      "Component wait_2 is done!\n",
      "{'wait_2': {'message': 'Message from wait_2'}}\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Component wait_5 is done!\n",
      "{'wait_5': {'message': 'Message from wait_5'}}\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Component wait_4 is done!\n",
      "{'wait_4': {'message': 'Message from wait_4'}}\n"
     ]
    }
   ],
   "source": [
    "async for output in pp.run_async_generator({\"user_msg\": \"Hello\"}, include_outputs_from=[\"wait_1\", \"wait_2\", \"wait_3\", \"wait_4\", \"wait_10\"]):\n",
    "    if len(output.keys()) == 1:\n",
    "        print(output)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "BL62x-KKrYr6"
   },
   "source": [
    "## Custom Asynchronous Components\n",
    "\n",
    "Individual components can opt into async by implementing a `run_async` coroutine that has the same signature, i.e., input parameters and outputs as the `run` method. This constraint is placed to ensure that pipeline connections are the same irrespective of whether a component supports async execution, allowing for plug-n-play backward compatibility with existing pipelines.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "id": "OnNtMXI6rYr6"
   },
   "outputs": [],
   "source": [
    "from typing import Dict, Any\n",
    "from haystack import component\n",
    "\n",
    "@component\n",
    "class MyCustomComponent:\n",
    "    def __init__(self, my_custom_param: str):\n",
    "        self.my_custom_param = my_custom_param\n",
    "\n",
    "    @component.output_types(original=str, concatenated=str)\n",
    "    def run(self, input: str) -> Dict[str, Any]:\n",
    "        return {\n",
    "            \"original\": input,\n",
    "            \"concatenated\": input + self.my_custom_param\n",
    "        }\n",
    "\n",
    "    async def do_io_bound_op(self, input: str) -> str:\n",
    "        # Do some IO-bound operation here\n",
    "        return input + self.my_custom_param\n",
    "\n",
    "    @component.output_types(original=str, concatenated=str)\n",
    "    async def run_async(self, input: str) -> Dict[str, Any]:\n",
    "        return {\n",
    "            \"original\": input,\n",
    "            \"concatenated\": await self.do_io_bound_op(input)\n",
    "        }"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "provenance": []
  },
  "kernelspec": {
   "display_name": "dev",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.13"
  },
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