VictoriaMetrics/lib/storage/table_search.go

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2019-05-22 23:16:55 +02:00
package storage
import (
"container/heap"
"fmt"
"io"
"time"
"github.com/VictoriaMetrics/VictoriaMetrics/lib/logger"
)
// tableSearch performs searches in the table.
type tableSearch struct {
Block *Block
tb *table
// ptws hold paritions snapshot for the given table during Init call.
// This snapshot is used for calling table.PutPartitions on tableSearch.MustClose.
ptws []*partitionWrapper
ptsPool []partitionSearch
ptsHeap partitionSearchHeap
err error
nextBlockNoop bool
needClosing bool
}
func (ts *tableSearch) reset() {
ts.Block = nil
ts.tb = nil
for i := range ts.ptws {
ts.ptws[i] = nil
}
ts.ptws = ts.ptws[:0]
for i := range ts.ptsPool {
ts.ptsPool[i].reset()
}
ts.ptsPool = ts.ptsPool[:0]
for i := range ts.ptsHeap {
ts.ptsHeap[i] = nil
}
ts.ptsHeap = ts.ptsHeap[:0]
ts.err = nil
ts.nextBlockNoop = false
ts.needClosing = false
}
// Init initializes the ts.
//
// MustClose must be called then the tableSearch is done.
func (ts *tableSearch) Init(tb *table, tsids []TSID, tr TimeRange) {
if ts.needClosing {
logger.Panicf("BUG: missing MustClose call before the next call to Init")
}
// Adjust tr.MinTimestamp, so it doesn't obtain data older
// than the tb retention.
now := timestampFromTime(time.Now())
minTimestamp := now - tb.retentionMilliseconds
if tr.MinTimestamp < minTimestamp {
tr.MinTimestamp = minTimestamp
}
ts.reset()
ts.tb = tb
ts.needClosing = true
if len(tsids) == 0 {
// Fast path - zero tsids.
ts.err = io.EOF
return
}
ts.ptws = tb.GetPartitions(ts.ptws[:0])
// Initialize the ptsPool.
if n := len(ts.ptws) - cap(ts.ptsPool); n > 0 {
ts.ptsPool = append(ts.ptsPool[:cap(ts.ptsPool)], make([]partitionSearch, n)...)
}
ts.ptsPool = ts.ptsPool[:len(ts.ptws)]
for i, ptw := range ts.ptws {
ts.ptsPool[i].Init(ptw.pt, tsids, tr)
}
// Initialize the ptsHeap.
var errors []error
ts.ptsHeap = ts.ptsHeap[:0]
for i := range ts.ptsPool {
pts := &ts.ptsPool[i]
if !pts.NextBlock() {
if err := pts.Error(); err != nil {
errors = append(errors, err)
}
continue
}
ts.ptsHeap = append(ts.ptsHeap, pts)
}
if len(errors) > 0 {
// Return only the first error, since it has no sense in returning all errors.
ts.err = fmt.Errorf("cannot initialize table search: %s", errors[0])
return
}
if len(ts.ptsHeap) == 0 {
ts.err = io.EOF
return
}
heap.Init(&ts.ptsHeap)
ts.Block = ts.ptsHeap[0].Block
ts.nextBlockNoop = true
}
// NextBlock advances to the next block.
//
// The blocks are sorted by (TDIS, MinTimestamp). Two subsequent blocks
// for the same TSID may contain overlapped time ranges.
func (ts *tableSearch) NextBlock() bool {
if ts.err != nil {
return false
}
if ts.nextBlockNoop {
ts.nextBlockNoop = false
return true
}
ts.err = ts.nextBlock()
if ts.err != nil {
if ts.err != io.EOF {
ts.err = fmt.Errorf("cannot obtain the next block to search in the table: %s", ts.err)
}
return false
}
return true
}
func (ts *tableSearch) nextBlock() error {
ptsMin := ts.ptsHeap[0]
if ptsMin.NextBlock() {
heap.Fix(&ts.ptsHeap, 0)
ts.Block = ts.ptsHeap[0].Block
return nil
}
if err := ptsMin.Error(); err != nil {
return err
}
heap.Pop(&ts.ptsHeap)
if len(ts.ptsHeap) == 0 {
return io.EOF
}
ts.Block = ts.ptsHeap[0].Block
return nil
}
// Error returns the last error in the ts.
func (ts *tableSearch) Error() error {
if ts.err == io.EOF {
return nil
}
return ts.err
}
// MustClose closes the ts.
func (ts *tableSearch) MustClose() {
if !ts.needClosing {
logger.Panicf("BUG: missing Init call before MustClose call")
}
for i := range ts.ptsPool {
ts.ptsPool[i].MustClose()
}
ts.tb.PutPartitions(ts.ptws)
ts.reset()
}
type partitionSearchHeap []*partitionSearch
func (ptsh *partitionSearchHeap) Len() int {
return len(*ptsh)
}
func (ptsh *partitionSearchHeap) Less(i, j int) bool {
x := *ptsh
return x[i].Block.bh.Less(&x[j].Block.bh)
}
func (ptsh *partitionSearchHeap) Swap(i, j int) {
x := *ptsh
x[i], x[j] = x[j], x[i]
}
func (ptsh *partitionSearchHeap) Push(x interface{}) {
*ptsh = append(*ptsh, x.(*partitionSearch))
}
func (ptsh *partitionSearchHeap) Pop() interface{} {
a := *ptsh
v := a[len(a)-1]
*ptsh = a[:len(a)-1]
return v
}