As published in The Australian on 13 June 2017. Prices updated and republished 21 December 2017.
If you are concerned about another major stress event, there are bond strategies that work to preserve capital but also deliver much needed higher returns. Here are five possible strategies
Altair’s surprise announcement last week that it had sold down its share fund and returned cash to investors had other fund managers disclosing that they were holding significant allocations to cash.
I doubt they are the only ones. Where do you invest when you are worried about a correction and everything looks expensive?
Cash deposits are certainly an option with the government guarantee of up to $250,000 per institution, per entity, preserving capital, which is a key objective if you think there’s going to be a correction. However, deposits are paying very low returns with a one year term deposit from a major bank paying around 2.4 per cent per annum.
Many Australian investors hold too much in cash and too much in shares, overlooking bonds that sit between these two assets classes in terms of risk and reward. Typically an Australian corporate bond portfolio will provide 1 to 3 per cent per annum over term deposit rates, throughout the economic cycle, and with greater certainty than shares.
If you are concerned about another major stress event there are bond strategies that work to preserve capital but deliver much needed higher returns. Some possible strategies include:
1. Invest in short dated bonds with less than 18 months to maturity
If there is 18 months or less until maturity, there is greater certainty that the company is still going to operate at maturity of the bond and, as an investor, you will have capital repaid to you. While credit risk – the risk that a company may default on interest or principal – still exists, you will earn higher returns when compared to deposits.
Three bonds with less than a year until expected maturity include personal finance provider, Cash Converters, Alumina and Downer Group. Cash Converters is a non rated, higher risk fixed rate bond with a yield to maturity of 7.27 per cent until maturity in September 2018. Alumina, a sub investment grade fixed rate bond matures in November 2018 with a yield to maturity of 4 per cent, while the lowest risk of the three, Downer also matures in November with a yield to maturity of 2.94 per cent. Returns typically range between 2.5 and 7.0 per cent per annum for these short term corporate bonds.
2. Invest in short dated, highly rated floating rate bonds
This is a common tactic for large corporations and middle market investors such as charities and schools. Floating rate bonds pay interest linked to a benchmark, which is adjusted quarterly. This largely removes interest rate risk, associated with rising interest rates.
Institutional investors would typically invest in the highly rated, highly liquid bonds from major banks and other very strong corporations. For example, an Australian dollar denominated bond by global IT company Apple, which matures in August 2019 has a yield to maturity of 2 per cent per annum. All of the major banks are common issuers of senior unsecured bonds. National Australia Bank has a senior floating rate bond maturing in three years with an expected yield to maturity of 2.38 per cent per annum.
3. Take a three year view
Three years is still a relative short term view in bond markets. There are around 40 bonds available from $10,000 per bond in this category that are both fixed and floating, investment grade and non investment grade. There are many more in higher minimum denominations.
Yields available range from just over 3.07 per cent per annum for a Qantas fixed rate bond to 5.44 per cent per annum for out of favour Adani Abbott Point Coal Terminal. The coal terminal was previously owned by the Queensland State government and has been in operation for more than 30 years.
4. Use a mix of corporate bonds with staggered maturity dates to earn higher returns than deposits and match your anticipated cash flow needs with the bond maturities
In this way, you can use a number of bonds to generate required yields over a five year term.
5. Invest in Australian Commonwealth government bonds issued when interest rates were higher four or five years ago
These are fixed rate bonds that have risen in price from when they were issued because of the high, fixed rate of interest that they pay, which cannot be changed over the life of the bond.
For example, there is a Commonwealth government fixed rate bond due to mature in July 2022, around four and a half years from now. It has a very low yield to maturity of 2.12 per cent per annum, which isn’t very attractive. When it was first issued, interest rates were higher and so it pays a fixed rate of 5.75 per cent, per $100 face value until maturity. The bond price has risen to around $115.64 and the yield to maturity, based on the higher purchase price has declined to 2.12 per cent.
However, annual income on this bond is still high at about 4.8 per cent per annum based on the $115.64 purchase price. If you are of the view interest rates will be fairly stagnant in the coming year or two, you could invest in the bond for a short term and tap into the higher income with the intention to sell in 12-24 months. There is some risk in this strategy as prices move daily and many factors influence prices, but if, as markets expect, we are in for a relatively stable interest rate regime, this could be a strategy to consider.
![](data:image/png;base64,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)
Source: FIIG Securities
Prices accurate as at 21 December 2017 but subject to change
A couple of other reasons to consider Commonwealth government bonds:
- They outperformed during the GFC as investors fled other asset classes looking for a safe haven – potentially offsetting possible losses on some of your higher risk investments.
- Performance is not tied to the economic climate, so great diversification for your portfolio.
- If bought in the over-the-counter market, they are very liquid and easily tradable