In 2012, the Bank of England and ECB cut rates to record lows (of the time). For most of the next decade they barely moved. During that time, rates markets persistently priced in “normalisation”, i.e. a recovery from basement level, accommodative central bank rates to a more normal interest rate environment. As a result, forward interest rate curves were upward sloping, and anyone who locked in a fixed interest rate on a loan did so at a higher rate than the prevailing floating rate. As a result, the number of corporates hedging floating rate debt dropped significantly.

When rates suddenly shot up again in response to the post-Covid inflation spike, interest rate hedging was a distant memory in many companies, and often there was no one left who had transacted an interest rate hedge.

This article gives a quick rundown of the main alternatives available when hedging simple interest rate exposure.

Fixed versus floating

Every floating-rate facility is an unhedged position in short-term rates. If rates rise, so do your interest payments, if they fall, you pay less.

Fixed-rate debt has the opposite exposure, if rates fall, you keep paying at the higher rate, and if you want out early, while rates are lower, you pay a break cost reflecting the difference between the fixed rate and the lower rate for all future payments.

The right mix depends on the business. Your capacity to absorb potentially higher rates, and also your need for flexibility (i.e. might you need to break a fixed rate loan early).

A company whose revenues rise with inflation and rates, such as a regulated utility with an indexed tariff, can tolerate more floating rate exposure. A company with fixed-price contracts and thin margins cannot.

Most corporate policies land on a range, say 40-70% fixed vs floating. This can be achieved by selecting the appropriate type of debt, or by adding hedging trades to convert floating exposure into fixed or vice-versa. But the choice should be deliberate.

The forward curve

Before we talk instruments, let's talk pricing.

The rate you pay on your floating rate loan at your next payment date will be set based off the prevailing interest rate at an agreed fixing date, usually within a couple of days or months of that date. Everything else, from the rate on a fixed rate loan, the fixed rate on a swap, and Cap and Floor prices, is determined by where rates are expected to be in the future.

If rates are expected to fall over the period you are hedging, you should be able to lock in a fixed rate below the current prevailing interest rate.

If rates are expected to rise over the period you are hedging, your fixed rate will be above the prevailing interest rate.

We will explore each of the products through both environments:

  • A: a hedge placed in June 2014, when rates were expected to rise (they didn't)
  • B: a hedge placed in June 2024, when rates were expected to fall (they did, but are rising again).

The instruments

Two trade dates, three hedges
3m EURIBOR and the forward curve on each trade date
AJune 2014Rates expected to rise
A: hedge placed June 2014, rates expected to rise. Monthly 3m EURIBOR, the forward curve on the trade date and the five-year hedge levels (%)
Month3m EURIBORForward curve on the trade date5-year swap5-year capCollar capCollar floor
Jul 20111.598
Aug 20111.552
Sep 20111.536
Oct 20111.576
Nov 20111.485
Dec 20111.426
Jan 20121.222
Feb 20121.048
Mar 20120.858
Apr 20120.744
May 20120.685
Jun 20120.659
Jul 20120.497
Aug 20120.424
Sep 20120.228
Oct 20120.211
Nov 20120.197
Dec 20120.187
Jan 20130.201
Feb 20130.230
Mar 20130.210
Apr 20130.211
May 20130.205
Jun 20130.218
Jul 20130.226
Aug 20130.226
Sep 20130.226
Oct 20130.226
Nov 20130.226
Dec 20130.226
Jan 20140.288
Feb 20140.287
Mar 20140.288
Apr 20140.287
May 20140.291
Jun 20140.2440.2440.6201.0001.500-0.250
Jul 20140.2090.2230.6201.0001.500-0.250
Aug 20140.2090.2010.6201.0001.500-0.250
Sep 20140.2080.1800.6201.0001.500-0.250
Oct 20140.2080.1770.6201.0001.500-0.250
Nov 20140.1920.1730.6201.0001.500-0.250
Dec 20140.0790.1700.6201.0001.500-0.250
Jan 20150.0750.1700.6201.0001.500-0.250
Feb 20150.0550.1700.6201.0001.500-0.250
Mar 20150.0470.1700.6201.0001.500-0.250
Apr 20150.0430.1730.6201.0001.500-0.250
May 20150.0820.1770.6201.0001.500-0.250
Jun 20150.0740.1800.6201.0001.500-0.250
Jul 20150.0930.1750.6201.0001.500-0.250
Aug 20150.0870.1700.6201.0001.500-0.250
Sep 20150.0540.1650.6201.0001.500-0.250
Oct 20150.0520.1600.6201.0001.500-0.250
Nov 20150.0360.1550.6201.0001.500-0.250
Dec 20150.0340.1500.6201.0001.500-0.250
Jan 20160.0240.1620.6201.0001.500-0.250
Feb 20160.0240.1730.6201.0001.500-0.250
Mar 20160.0230.1850.6201.0001.500-0.250
Apr 20160.0240.1970.6201.0001.500-0.250
May 20160.0340.2080.6201.0001.500-0.250
Jun 20160.0380.2200.6201.0001.500-0.250
Jul 20160.0340.2420.6201.0001.500-0.250
Aug 20160.0280.2630.6201.0001.500-0.250
Sep 20160.0290.2850.6201.0001.500-0.250
Oct 20160.0240.3070.6201.0001.500-0.250
Nov 20160.0210.3280.6201.0001.500-0.250
Dec 20160.0210.3500.6201.0001.500-0.250
Jan 2017-0.0040.3830.6201.0001.500-0.250
Feb 2017-0.0040.4170.6201.0001.500-0.250
Mar 2017-0.0050.4500.6201.0001.500-0.250
Apr 2017-0.0040.4830.6201.0001.500-0.250
May 2017-0.0030.5170.6201.0001.500-0.250
Jun 2017-0.0030.5500.6201.0001.500-0.250
Jul 2017-0.0030.5830.6201.0001.500-0.250
Aug 2017-0.0030.6170.6201.0001.500-0.250
Sep 2017-0.0030.6500.6201.0001.500-0.250
Oct 2017-0.0030.6830.6201.0001.500-0.250
Nov 2017-0.0030.7170.6201.0001.500-0.250
Dec 2017-0.0030.7500.6201.0001.500-0.250
Jan 2018-0.0010.7830.6201.0001.500-0.250
Feb 2018-0.0020.8170.6201.0001.500-0.250
Mar 2018-0.0030.8500.6201.0001.500-0.250
Apr 2018-0.0030.8830.6201.0001.500-0.250
May 2018-0.0030.9170.6201.0001.500-0.250
Jun 2018-0.0030.9500.6201.0001.500-0.250
Jul 2018-0.0030.9830.6201.0001.500-0.250
Aug 2018-0.0031.0170.6201.0001.500-0.250
Sep 20180.0001.0500.6201.0001.500-0.250
Oct 20180.0011.0830.6201.0001.500-0.250
Nov 20180.0001.1170.6201.0001.500-0.250
Dec 20180.0001.1500.6201.0001.500-0.250
Jan 2019-0.3081.1830.6201.0001.500-0.250
Feb 2019-0.3081.2170.6201.0001.500-0.250
Mar 2019-0.3081.2500.6201.0001.500-0.250
Apr 2019-0.3081.2830.6201.0001.500-0.250
May 2019-0.3061.3170.6201.0001.500-0.250
Jun 2019-0.3061.3500.6201.0001.500-0.250
Jul 2019-0.3071.375
Aug 2019-0.3071.400
Sep 2019-0.3081.425
Oct 2019-0.3081.450
Nov 2019-0.3071.475
Dec 2019-0.3071.500
BJune 2024Rates expected to fall
B: hedge placed June 2024, rates expected to fall. Monthly 3m EURIBOR, the forward curve on the trade date and the five-year hedge levels (%)
Month3m EURIBORForward curve on the trade date5-year swap5-year capCollar capCollar floor
Jul 20220.953
Aug 20221.117
Sep 20221.596
Oct 20222.255
Nov 20222.452
Dec 20222.063
Jan 20232.482
Feb 20232.531
Mar 20232.905
Apr 20233.180
May 20233.371
Jun 20233.536
Jul 20233.672
Aug 20233.713
Sep 20233.880
Oct 20233.967
Nov 20233.959
Dec 20233.927
Jan 20243.924
Feb 20243.923
Mar 20243.924
Apr 20243.893
May 20243.813
Jun 20243.7253.7252.8254.0003.8001.900
Jul 20243.6863.6672.8254.0003.8001.900
Aug 20243.5463.6082.8254.0003.8001.900
Sep 20243.4793.5502.8254.0003.8001.900
Oct 20243.1693.4832.8254.0003.8001.900
Nov 20243.0383.4172.8254.0003.8001.900
Dec 20242.7193.3502.8254.0003.8001.900
Jan 20252.7043.2832.8254.0003.8001.900
Feb 20252.5253.2172.8254.0003.8001.900
Mar 20252.4423.1502.8254.0003.8001.900
Apr 20252.2493.1002.8254.0003.8001.900
May 20252.0893.0502.8254.0003.8001.900
Jun 20251.9843.0002.8254.0003.8001.900
Jul 20251.9862.9752.8254.0003.8001.900
Aug 20252.0212.9502.8254.0003.8001.900
Sep 20252.0272.9252.8254.0003.8001.900
Oct 20252.0332.9002.8254.0003.8001.900
Nov 20252.0422.8752.8254.0003.8001.900
Dec 20252.0502.8502.8254.0003.8001.900
Jan 20262.0282.8332.8254.0003.8001.900
Feb 20262.0112.8172.8254.0003.8001.900
Mar 20262.1092.8002.8254.0003.8001.900
Apr 20262.1752.7832.8254.0003.8001.900
May 20262.2252.7672.8254.0003.8001.900
Jun 20262.3392.7502.8254.0003.8001.900
Jul 20262.4252.7422.8254.0003.8001.900
Aug 20262.5132.7332.8254.0003.8001.900
Sep 20262.6452.7252.8254.0003.8001.900
Oct 20262.7172.8254.0003.8001.900
Nov 20262.7082.8254.0003.8001.900
Dec 20262.7002.8254.0003.8001.900
Jan 20272.6902.8254.0003.8001.900
Feb 20272.6802.8254.0003.8001.900
Mar 20272.6702.8254.0003.8001.900
Apr 20272.6602.8254.0003.8001.900
May 20272.6502.8254.0003.8001.900
Jun 20272.6502.8254.0003.8001.900
Jul 20272.6502.8254.0003.8001.900
Aug 20272.6502.8254.0003.8001.900
Sep 20272.6402.8254.0003.8001.900
Oct 20272.6402.8254.0003.8001.900
Nov 20272.6302.8254.0003.8001.900
Dec 20272.6302.8254.0003.8001.900
Jan 20282.6202.8254.0003.8001.900
Feb 20282.6202.8254.0003.8001.900
Mar 20282.6002.8254.0003.8001.900
Apr 20282.6002.8254.0003.8001.900
May 20282.6002.8254.0003.8001.900
Jun 20282.5902.8254.0003.8001.900
Jul 20282.5802.8254.0003.8001.900
Aug 20282.5802.8254.0003.8001.900
Sep 20282.5702.8254.0003.8001.900
Oct 20282.5602.8254.0003.8001.900
Nov 20282.5502.8254.0003.8001.900
Dec 20282.5502.8254.0003.8001.900
Jan 20292.5502.8254.0003.8001.900
Feb 20292.5502.8254.0003.8001.900
Mar 20292.5502.8254.0003.8001.900
Apr 20292.5502.8254.0003.8001.900
May 20292.5502.8254.0003.8001.900
Jun 20292.5602.8254.0003.8001.900
Jul 20292.570
Aug 20292.570
Sep 20292.580
Oct 20292.580
Nov 20292.580
Dec 20292.580
Open a hedge below, or pick one here, to draw it on both charts
Interest-rate swap (IRS)Pay fixed, receive floating

An IRS converts floating payments to fixed (or the other way around if needed). You pay a fixed rate to the bank and receive the floating rate. This floating rate offsets the floating payment you pay on your loan, so you are left with a fixed payment.

No principal changes hands. The margin on your loan is usually not included in the swap calculation.

The swap rate is set by the market's forward curve on the day.

The payment on the swap is often netted, so if the floating rate is higher than the fixed rate, the bank pays you the difference, and if the fixed rate is higher than the floating rate, you pay the difference.

  • Cost: The swap has no upfront cost. The margin is charged as a small add-on to the fixed rate on the swap.
  • Flexibility: If rates fall sharply after you enter into a swap, you are stuck paying the higher fixed rate until the hedge matures.
  • Break cost: If you need to exit or unwind the swap for some reason, the bank will charge you a break cost which is equal to the current value of all of the expected future payments. This can be a significant shock to companies thinking they are doing well repaying their debt early.
Interest rate capAn option to pay a fixed rate

A cap is an option to pay a fixed rate.

At each settlement date the bank pays you whenever the floating rate exceeded the strike or cap rate. In periods where the floating rate fixed below the strike, you have no obligations and keep the benefit of lower rates.

  • Cost: Cap premiums are expensive, especially when rates are expected to rise, and volatility is high. The cost of the cap is also determined by the strike or protection level. A lower cap is more likely to pay out, so is more expensive, a higher cap less so, which is reflected in the premium paid. Caps are often structured with strikes significantly above the current rate to reduce cost, and act as a “worst-case” protection level.
  • Flexibility: The main benefit of the cap is the flexibility it gives. Caps are not “credit intensive”, i.e. once you pay the premium, the bank has no credit risk to you as a counterparty (on the derivative at least). As a result, they can usually be put in place much more quickly than swaps, with less documentation, and with a counterparty outside of your loan security package if necessary.
  • Break cost: As a result of the optionality, a Cap that you purchase will only ever have a positive or zero value, so it will not incur a break cost if you need to unwind, and may have a positive unwind value.
Interest rate collarBuy a cap, sell a floor

An interest rate collar is a compromise between the two. It can be structured at a lower cost than a Cap, or with no premium payable, and can give you more flexibility and lower break costs than an equivalent Swap.

A collar is created by buying a Cap at a higher rate, but also selling a Floor at a lower rate. You receive a premium for the floor, which is offset against the premium payable on the Cap.

At each payment date, if the rate is above the cap level, you get paid the difference, but if the rate is below the Floor, you have to pay the difference to the bank, in the same way you would with a swap. The difference being that the floor rate is usually set below the prevailing swap rate, so rates have to move lower before you have to make a payment. In between the cap and the floor, you pay the floating rate.

Floors: many corporates do this unknowingly when they agree to zero rate floors in their loan documentation. They are essentially giving their lenders a free option if rates fall.

  • Cost: Can be structured to be zero premium, or a lower net premium payable than the equivalent Cap on a standalone basis. A collar where no premium is payable is often referred to as a Zero Cost Collar. It's a bit misleading, the bank's margin is still in there.
  • Flexibility: The existence of the Floor creates an obligation that you need to buy back if you want to unwind the trade.
  • Break cost: Usually less than an equivalent swap if the floor rate is below the swap rate, but can still be significant if rates move lower.

Other instruments

There are a wide range of other hedging instruments but they have more specific uses. We explore them in more detail in the hedging section.

  • Swaption: A swaption is an option to enter a swap at a future date at a fixed rate. It is the tool for hedging debt you expect to draw but have not yet, such as an acquisition facility awaiting completion, or for protecting a refinancing eighteen months out. Can be prudent, if expensive, when uncertainty is high or margins are tight.
  • Cross Currency Swap (XCcy swap): Exchanging periodic payments in one currency for payments in another. Can be either fixed against fixed, floating against floating or fixed against floating payments. Can be used to hedge cash flows or earnings in one currency against debt in another, manage FX risk, or synthetically create access to lower rates in a different currency.
  • Deal contingent transactions: Used by large corporates to manage the risk against highly uncertain M&A or other transactions. Deal contingent options create a hedge at pre-agreed rates only if a certain trigger event occurs (such as successful purchase of a business). Sometimes structured with a premium, sometimes paid for in other ways, but usually cheaper than an equivalent swaption or cap premium.

Hedge ratios: how much, for how long

The hedge ratio is the proportion of floating exposure converted to fixed, and it has two dimensions:

  • Amount. What portion of your floating rate debt is converted to fixed rates, and
  • Tenor. How far into the future have you hedged your floating payments into fixed payments.

Hedging 100% of a five-year loan for five years gives certainty, but it also means you pay the maximum break-cost risk if the loan is prepaid while rates are lower. Hedging 50% for three years gives half the certainty for a couple of years but hedges less than 1/3 of the total risk, and can leave you in a difficult hedging decision when the initial hedge runs out. The decision depends on the company.

In Private Equity, where investment life-span could be 3-7 years, financed by expensive debt which is expected to be repaid or refinanced long before the maturity date, a lower hedge ratio (and flexible hedging products) are the common approach.

For other corporates, many policies step the ratio down over time. High cover initially, lower cover further out where the debt itself may not exist.

Bigger companies often manage the hedging as an overlay independent of any individual loan or maturity.

The practical question is what the hedge is protecting.

  • If it is the covenants, the ratio should be set so that the stressed rate scenario still passes interest cover with headroom.
  • If it is the budget, it should cover the budget year.
  • If it is the lender's requirement (many term-loan agreements require hedging of 50-75% for the first two or three years), it is a condition rather than a choice. In these cases, it is often met in the cheapest or most flexible way possible (low cost, out of the money caps).

Hedge accounting

Under IFRS 9, a swap is a derivative measured at fair value through profit or loss. Without hedge accounting, a swap that is doing its job perfectly still moves the P&L every quarter as the curve moves, which is exactly the volatility the hedge was meant to remove. Cash flow hedge accounting lets the effective part of the fair value movement sit in reserves until the hedged interest is paid. The price is documentation at inception, a demonstrated economic relationship between the swap and the loan, and ongoing effectiveness assessment.

Where it can go wrong:

  • Hedging a loan with a swap whose dates, notional or reference rate do not match, so that the mismatch fails the effectiveness test.
  • Prepaying the loan and leaving the swap, which ends hedge accounting and dumps the reserve into P&L.
  • Hedging forecast debt that is later not drawn.

Scenario analysis

Scenario analysis involves looking at a range of potential interest rate scenarios looking at movements in the current rate, and also the forward curve to assess the impact on your interest payments, the value of your hedges, potential break cost and covenant headroom.

Typical scenarios would look at 100 and 200 basis point moves across the curve, or a return to the historic lows of ultra accommodative monetary policy.

Hedj's own scenario analysis tool allows you to stress your interest rate exposure and the value and break cost of any hedges against any hypothetical rate move or forward curve shape.

Break costs and falling forward curves

People often make the mistake of assuming that large break costs only occur if rates and forward curves move down dramatically after you trade.

Take the example above, a 5-year swap entered into when rates were expected to fall. Even if rates develop exactly as the forward curve dictates (a rare occurrence), in the first 1-2 years in this scenario the fixed rate payer will enjoy positive payments on their hedge, as the prevailing rate is higher than the hedge rate.

The same swap, if rates follow the forward curve
B: 5-year swap at 2.82%, placed June 2024
5-year swap placed Jun 2024, if rates follow the forward curve: monthly 3m EURIBOR to the trade date, the forward curve on the trade date and the swap rate (%)
Month3m EURIBORForward curve on the trade date5-year swap
Jul 20233.672
Aug 20233.713
Sep 20233.880
Oct 20233.967
Nov 20233.959
Dec 20233.927
Jan 20243.924
Feb 20243.923
Mar 20243.924
Apr 20243.893
May 20243.813
Jun 20243.7253.7252.825
Jul 20243.6672.825
Aug 20243.6082.825
Sep 20243.5502.825
Oct 20243.4832.825
Nov 20243.4172.825
Dec 20243.3502.825
Jan 20253.2832.825
Feb 20253.2172.825
Mar 20253.1502.825
Apr 20253.1002.825
May 20253.0502.825
Jun 20253.0002.825
Jul 20252.9752.825
Aug 20252.9502.825
Sep 20252.9252.825
Oct 20252.9002.825
Nov 20252.8752.825
Dec 20252.8502.825
Jan 20262.8332.825
Feb 20262.8172.825
Mar 20262.8002.825
Apr 20262.7832.825
May 20262.7672.825
Jun 20262.7502.825
Jul 20262.7422.825
Aug 20262.7332.825
Sep 20262.7252.825
Oct 20262.7172.825
Nov 20262.7082.825
Dec 20262.7002.825
Jan 20272.6902.825
Feb 20272.6802.825
Mar 20272.6702.825
Apr 20272.6602.825
May 20272.6502.825
Jun 20272.6502.825
Jul 20272.6502.825
Aug 20272.6502.825
Sep 20272.6402.825
Oct 20272.6402.825
Nov 20272.6302.825
Dec 20272.6302.825
Jan 20282.6202.825
Feb 20282.6202.825
Mar 20282.6002.825
Apr 20282.6002.825
May 20282.6002.825
Jun 20282.5902.825
Jul 20282.5802.825
Aug 20282.5802.825
Sep 20282.5702.825
Oct 20282.5602.825
Nov 20282.5502.825
Dec 20282.5502.825
Jan 20292.5502.825
Feb 20292.5502.825
Mar 20292.5502.825
Apr 20292.5502.825
May 20292.5502.825
Jun 20292.5602.825
Jul 20292.570
Aug 20292.570
Sep 20292.580
Oct 20292.580
Nov 20292.580
Dec 20292.580
The 2.82% swap rate is the average of the forward curve over the five years, so the two shaded areas are the same size.

However, once this value is extracted from the hedge the final 3 years settle with the prevailing market rate below the fixed rate, obliging the fixed rate payer to pay the difference.

Any request to unwind the hedge once the early payments have been received will result in a break cost.

Basis risk

Basis risk is the gap between how the floating payments on a loan and the same payments on a swap are calculated. The gap usually occurs as a result of mismatched floating rates.

  • A loan priced off three-month EURIBOR hedged with a swap on six-month EURIBOR.
  • An €STR loan with a EURIBOR hedge.
  • A loan with a zero floor on the base rate hedged with a swap that has none.
  • A sovereign bond with a EURIBOR hedge.
  • For years bank “tracker” mortgages referenced the ECB Main Refinancing rate. Their funding cost didn't, and interest rate hedging mostly referenced EURIBOR.

Every hedge should be checked against the reference rate, the reset dates and the floors in the loan agreement.

The same job at three sizes

Start-up. The debt is usually a venture loan with a floor and a fixed margin, hedging is unlikely to be necessary or easily accessible. … read more show less

If you do end up with significant rate exposure, someone will sell you a cap as long as you can afford the premium. What transfers is the discipline. Know whether your rates are fixed or floating, know what a 200 basis point move does to the cash burn, and what happens with early repayment.

Established mid-market. This is where the fixed-floating mix and hedging decisions arrive. … read more show less

Stress your debt against your capacity and covenant headroom and assess your need for flexibility. The unexpected can still happen, so estimate your likely break costs at various lower interest rates. If you do this, you won't be caught out by covenant strains if rates rise, or significant break costs if rates fall.

Large corporate. A board-approved policy with target fixed ratio and duration ranges, a swap and swaption book managed against a bond curve, pre-hedging of forecast issuance, ISDA agreements with several banks to spread counterparty exposure, and hedge accounting as a routine process rather than a project. … read more show less

The residual risks are basis between the swap book and the funding, and the contingent liquidity that collateralised swaps create when rates move fast.