TT supports calculating the yield on futures and Treasury Bonds. For futures, you can change the type of yield calculation based on the configuration values.
This example shows calculating the yield of the cheapest-to-deliver (CTD) bond on the last delivery date using the current futures price of the ZF Mar21 contract. This is the yield to an investor who goes long on a futures contract at today’s price and takes delivery of the CTD bond on the last delivery date (i.e., Bloomberg “Forward Yield”, CME “Futures Yield”).
In this example, consider the following:
To calculate yield, open the Edit Yield dialog box from the Yield widget, Autospreader, or MD Trader, and configure the following required fields:
For this configuration:
When this configuration is selected in MD Trader, the Yield column displays the instrument price in yield.
The yield of the CTD bond is based on using the current futures price, the cash futures basis, and the next day settlement. This is the yield to an investor who buys the CTD bond at fair market value (i.e., Bloomberg “CTD Yield”). In this example,
To calculate yield for this example, open the Edit Yield dialog box from the Yield widget, Autospreader, or MD Trader, and configure the following required fields:
For this configuration:
When this configuration is selected in MD Trader, the Yield column displays the instrument price in yield.
The configuration of treasury bonds only requires the Coupon Rate, Maturity Date, and Settlement Date. Some exchanges provide this information on the instrument definition. This can be viewed by clicking Ctrl + Shift + X in MD Trader.
For example, the "definition" field for CME_BrokerTec 10 yr Bond contract includes the Symbol (UB10), Coupon (⅞ or 0.875), and Maturity (11/30 or Nov 2030) values.
To calculate yield for this example, open the Edit Yield dialog box from the Yield widget, Autospreader, or MD Trader, and configure the following required fields:
For this configuration:
When this configuration is selected in MD Trader, the Yield column displays the instrument price in yield.