"

Polaroiding is not just for fly anglers!
  |  First Published: September 2004



LATE WINTER and early Spring is generally regarded by fly anglers as the best time for polaroiding trout in the Snowy Mountains but the truth is that polaroiding trout is not just for those who like to wave a fly line.

Spin and bait anglers can have equal, if not better, success casting to cruising fish over the Winter.

WHAT’S POLAROIDING?

Polaroiding is a term used by anglers to describe the art of spotting trout with the aid of polarised sunglasses. The fish are easier to spot once you eliminate the surface glare from the water and polarised sunglasses do just that.

However, while it may be true that polaroids help spot fish, it still takes a little practice and experience to see the difference between a motionless trout and a rock or log. The truth is it’s not such a bad idea to hire a professional guide or at least take along a mate who has had some fish-spotting experience.

You might say you would expect a guide to make such a comment but four eyes are better than two. Polaroiding trout by yourself is not as easy as you think.

To successfully spot fish, there are a few things that you have to have on your side.

• You must have a bright sunny day.

• It is better if the sun is higher in the sky than lower.

• It is an advantage to have the sun behind you.

• It is best that the day is still with no wind, or at least not too windy.

• If there is a breeze, you had better fish the lee shoreline so the water near you is still enough to spot the fish and you had better hope that the shore you are fishing still allows the sun to come from behind you.

• It is best to spot fish from a higher locations such as at the top of a high, steep bank.

• It is in fact this last statement that makes it so important to have a helper to spot the fish.

Here is how it works:

The day is perfect – mid-morning with the sun high enough so you don’t cast shadows over the water when close to the edge. There is little to no wind. You are spotting fish with the aid of a mate.

Walking together high on a steep bank, you spot a fish in the shallows and decide to have a cast at it.

As you approach the water, you lose sight of the fish. Why? Because you lost the advantage of your higher spotting location as you approached the water. The angle of refraction changes and suddenly you loose sight of the fish. However, your mate on higher ground is still able to see the fish and can direct you when and where to cast to the fish. He can also tell you what to do and when to do it, when to stay still or when to cast again.

He also has the advantage of seeing how the fish is reacting and he can direct you to the fish.

You see the advantage of working in pairs and taking turns with your mate?

WHY WINTER?

Winter is best because trout have a very limited food supply then. They have to work a lot harder to fill their bellies and you will often see them cruising all day long.

August to September is when most of the bigger brown trout return from spawning in the rivers. Some fish may have been there for more than a couple of months so when they return from the river, they are very hungry and quite often out of condition. Have you ever heard the term ‘slab’ referring to a post-spawn trout?

A well presented worm is very tempting to a starving trout.

In Winter the water in the lake is very cold and there is very little life for the fish to feed on.

All trout anglers will know that their quarry is cold blooded and just hates the warmer waters of Summer. You will hardly ever see trout close to the edges of the lake once the surface water is over 18°.

In Winter the water is so cold that trout will even have trouble digesting their recently-eaten tucker. Their metabolism has been slowed down so much by the cold water that they can’t digest their food without first warming themselves.

If you were a trout you might even consider warming yourself up by lazing around in the sun and the fact is the sun will only penetrate the shallows – so that’s where you will find the trout.

FLY, SPIN OR BAIT?

Not only fly anglers, but lure-casters and bait anglers can also cast to stationary or cruising trout.

Lure anglers might have to downsize the weight of lures to minimise splash which could scare the trout. But a little splash can actually be an advantage sometimes as it seems to wake up the sleeping trout.

Fly anglers experienced in polaroiding will often tell you that there are days when the fish race over to the fly and devour it as soon as it hits the water, while on other days all you do is spook the fish as soon as you cast. That’s fishing and you will have to take the good days with the bad.

Fish on an off-tucker day can still be caught if you use the ‘aggression approach’ and invade their territory.

The experienced fly angler will again tell you that you should start the day’s fishing with a small nymph that the fish are most likely to find at that time of year. If that is rejected, it might be best to move towards a larger, more ‘threatening’ fly like a Woolly Bugger or a larger Bushy’s Horror or similar.

The same goes for the lure angler: Small is always best but, if you have no luck, try a much larger lure such as a Tasmanian Devil and toss it way out and then let it sink a little before slowly retrieving it.

Have you ever tried soft plastics on trout? There is an amazing variety of soft plastics but you have to be really selective what you use on trout, and there really isn’t a very large range available that actually catches fish without the aid of either flash or action.

Soft plastics worked very slowly will catch trout but you have to be a little more selective about what to use and any soft plastic used in trout waters always benefits from the addition of a Wigglefin Action Disc just in front of the lure.

I often use some sort of flash before the plastic. Something like EJ Todd’s Jig Spinners or BassMaster’s Bass Spin jigheads with their little flashy blade is what you really need. One brand that works extremely well on trout is the Panther Martin Minnow, which has a flashing blade in front of the plastic.

Flashing blades or Action Discs can also apply when using a real worms. This is not traditional for bait anglers but it works!

Real baits cast to a cruising fish are very hard to refuse. Worms, both scrub and garden, will be best if used without a sinker so a full spool of light line, no heavier than 2kg, is needed. There is no doubt that a nibble-tip rod will also cast these light weights much farther so a correctly-matched casting outfit is very important.

Other baits that can be used are bardi grubs, yabbies and even artificial baits like Berkley’s PowerBait will catch a lot of trout. Some of the new artificial baits are fantastic and so real they are good enough to eat yourself – well, almost, if it wasn’t for the smell!

BEST AREAS

The best areas are, of course, where the fish are found – where there is food and shelter.

In Lake Jindabyne the best areas normally would be over weed beds but this season, as in Lake Eucumbene, Jindabyne has very little in the way of good weed beds due to our very high lake level in Summer and now, due to the dam wall construction work, the very low level.

This sudden fluctuation has killed off most of our weedy areas for the time being so Winter polaroiders will have to work the rockier outcrops for the best fishing. Targeting structure like old fallen trees will also be worth a try.

Any remaining weed you are going to find in the sheltered bays on the western side of the lake. Bays like Hatchery and Hayshed will be worth a try. Creel Bay, near the mouth of the Thredbo River, is another great area.

I wouldn’t, however, worry too much about what are the best areas. Honestly, the fish will be found cruising all over the lake and my choice is always dictated to me by the sun and wind direction.

ACCOMMODATION

If you’re planning to fish soon you had better remember that it is Winter and the town survives on those who come to play in the snow, so accommodation is quite expensive and often hard to get when snow conditions are good.

You will have more luck with Jindabyne accommodation in September but there is usually plenty of accommodation nearer to Berridale and, remember, you really don’t have to get out of bed early for polaroiding. A little travelling is not so bad and you can also give Eucumbene a go as well.

Give the Jindabyne or Cooma visitor centres a call for help with accommodation.

GUIDES

It is often also hard to get professional fishing guides in Winter because not many guides work over the cooler months. I guide and instruct year-round in all methods and have a boat licensed to take people into the more remote areas of the lake.

You can always try High Country Flyfishing at Nuggets Crossing in Jindabyne. These guys are very experienced and are also members of the Professional Fishing Instructors and Guides Association. If a guide is not a PFIGA member, you may not get the professionalism and experience you are paying for.

And if you want to catch trout on fly in Winter you had better have fly-casting experience. Even the experienced fly-caster had better practise before attempting to tackle the wary Winter trout in shallow water.

Remember, if you can’t find an experienced mate to spot fish for you, your experience can only be enhanced by at least having a professional and experienced fishing guide to show you the best ways to catch the trout on a particular day. The truth is it’s not often fly-fishers who come up with the best day’s fishing, so keep your options open and if one method is not working, change tactics.

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

Reads: 1033

Matched Content ... powered by Google




Latest Articles




Fishing Monthly Magazines On Instagram

Digital Editions

Read Digital Editions

Current Magazine - Editorial Content

Western Australia Fishing Monthly
Victoria Fishing Monthly
Queensland Fishing Monthly