As I hinted this is all about matchpoints. At IMPs this would be a boring contract.
You are in a good contract, which is very likely to succeed.
Spades are unlikely to be 4-0. East would not pass with a void in spades and at least 5 hearts at favorable vulnerability and if West is void of spades he would have opened 1
♦ with an unlikely 0
♠=4
♥=4
♦=5
♣ and then passed 2
♦ white against red.
However, you will have plenty of company in 4
♠. The field should have little difficulty to reach game as well in spite of only a combined 22 HCP.
West is unlikely to have only 3 cards in diamonds. In this case West would have to be 4
♠=4
♥=3
♦=2
♣ with less than 15 points.
This would mean East passed at favorable vulnerability your one spade overcall with at least 4 HCP, and 0
♠=5
♥=2
♦=6
♣.
Hard to believe.
So West has 4 diamonds.
West can not possibly know that you (North) are void of hearts.
So from his perspective,a diamond ruff at trick 2, heart back to West (West almost certainly has the
♥A, because East would not pass 1
♠ with 5 hearts including the ace) and another diamond is an attractive defensive option for West.
Why did West not give his partner a diamond ruff?
Apparently West deemed it unlikely that you (North) will have four diamonds. If the lead was from a doubleton, a diamond return would give away a trick.
Can West be short in clubs?
Hardly. As other pointed out this would give East 0=5=1=7 or a 1=5=1=6 distribution.
So West has at least 3 clubs. neither would his club switch be attractive from the queen.
West is either 2
♠=4
♥=4
♦=3
♣ or 1
♠=4
♥=4
♦=4
♣.
It looks like East potential HCP can consist only of black queens to account for his silence in the bidding and accordingly West has both top hearts to account for his opening bid.
West knows that North potential heart losers can not run away, so from his perspective there was little point laying down a top heart. Good play by West.
So what is your problem?
At many tables West will return a diamond for East to ruff.
No problem if spades are 2-2.
But if East has 3 spades, East is ruffing a diamond loser with a natural trump trick and North will have 11 easy tricks on this defense while you are in danger of losing 2 diamonds and a spade.
So what can you do do to get back to 11 tricks in 4
♠?
This was the layout:
You have a trump squeeze against West:
T1:
♦A
T2:
♣A
T3:
♠K
T4:
♣K
T5:
♣ruff
T6:
♠A
T7:
♠
At trick 8 East will have to return a heart or club, which you ruff to reach the following position with North on lead:
North now plays a trump discarding the
♦8 from South and West has no discard.
Would you have foreseen the trump squeeze for the vital overtrick and a good matchpoint score?
Rainer Herrmann
Some good players strongly prefer IMP play
I have no such preferences.
Matchpoints has its own intricacies.
This hand caught my interest:
Playing in a pairs game (mediocre field) you reach the following 4♠ contract:
East leads the ♦J covered and taken by West.
West switches to the ♣6
What is your problem?
Plan the play