RDD can be created by calling SparkContext’s parallelize method on an existing collection in your driver program (a Scala Seq). The elements of the collection are copied to form a distributed dataset that can be operated on in parallel. For example, here is how to create a parallelized collection holding the numbers 1 to 5.
RDD From Array
val rdd = sc.parallelize(Array("sun","mon","tue","wed","thu","fri"),4)
rdd.collect
rdd = sc.parallelize(("sun","mon","tue","wed","thu","fri"),4)
rdd.collect()
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)
RDD From Array
val rdd = sc.parallelize(Array("sun","mon","tue","wed","thu","fri"),4)
rdd.collect
rdd = sc.parallelize(("sun","mon","tue","wed","thu","fri"),4)
rdd.collect()
RDD From List
val rdd =sc.parallelize(List(1,2,3,4,5))
rdd.collect
rdd =sc.parallelize([1,2,3,4,5])
rdd.collect()
![](data:image/png;base64,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)
val rdd = sc.parallelize(List((2,"teradata"), (1, "vertica"),(2, "oracle"), (1, "hive"), (2, "hbase"), (1, "cassandra"), (2, "mongoBB")))
rdd.collect
rdd = sc.parallelize([(2,"teradata"), (1, "vertica"),(2, "oracle"), (1, "hive"), (2, "hbase"), (1, "cassandra"), (2, "mongoBB")])
print(rdd.collect())
print(rdd.collect())
RDD From Nested List
val Student = List(("IT",("Pradeep",50000.0)),("CS",("CP",50200.0)),("ECE",("Deepak",62200.0)),("Mech",("Narpat",65000.0)))
val StudentRDD = sc.makeRDD(Student)
StudentRDD.collect
val StudentRDD = sc.makeRDD(Student)
StudentRDD.collect
Student = List(("IT",("Pradeep",50000.0)),("CS",("CP",50200.0)),("ECE",("Deepak",62200.0)),("Mech",("Narpat",65000.0)))
StudentRDD = sc.makeRDD(Student)
StudentRDD.collect
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)
RDD Using RangeStudentRDD = sc.makeRDD(Student)
StudentRDD.collect
val rdd = sc.parallelize(1 to 10, 3)
rdd.collect
rdd.collect
RDD From Sequence
rdd.collect
rdd = sc.parallelize(Seq(("Seq1", 1),("Seq2", 2),("Seq3", 3)))
rdd.collect
rdd.collect
Empty RDD
var rdd=sc.parallelize(Seq.empty[String])
rdd.collect
rdd.collect
How to access the elements of the RDD.
val datasets = sc.parallelize(List(("A","HYD",10),("B","BLR",30),("A","HYD",40),("B","BLR",50),("C","DEL",60)))
datasets.map(x => (x._1,x._2)).collect
Accessing the first and second elements of the RDD.
How to access the elements the particular elements of an RDD
val rdd = sc.parallelize(List("dog", "tiger", "lion", "cat", "spider", "eagle"), 1)val kvRdd= rdd.keyBy(_.length)
val filterRdd = kvRdd.filter(p => p._1 == 4)
filterRdd.collect
val rdd = sc.parallelize(List("dog", "tiger", "lion", "cat", "spider", "eagle"), 1)
val kvRdd= rdd.keyBy(_.length)
val filterRdd = kvRdd.filter(p => p._1 == 4)
kvRdd.lookup(4)
val kvRdd= rdd.keyBy(_.length)
val filterRdd = kvRdd.filter(p => p._1 == 4)
kvRdd.lookup(4)
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