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Janus Short Duration Income ETF (VNLA) seeks to provide a steady income stream with capital preservation across various market cycles. The Fund seeks to consistently outperform the LIBOR 3-month rate by a moderate amount through various market cycles while at the same time providing low volatility. Janus Short Duration Income ETF is an actively managed fixed income ETF with the potential to deliver returns above cash. The strategy seeks to provide a steady income stream with low volatility and capital preservation across economic cycles. Rather than tracking a benchmark, the Fund is designed to move beyond conventional constraints and provide positive absolute returns. The strategy can also act as a traditional fixed income diversifier and potentially reduce risk in an investor s portfolio.
Janus Short Duration Income ETF trades on the ARCA stock market under the symbol VNLA.
As of March 16, 2026, VNLA stock price climbed to $49.02 with 322,533 million shares trading.
VNLA has a beta of 0.00, meaning it tends to be less sensitive to market movements. VNLA has a correlation of 0.00 to the broad based SPY ETF.
VNLA has a market cap of $3.10 billion. This is considered a Mid Cap stock.
In the last 3 years, VNLA traded as high as $49.44 and as low as $47.48.
VNLA has underperformed the market in the last year with a return of +4.9%, while SPY returned +22.6%. This shows that you would have done better investing in the overall market (through SPY) over the last year than in VNLA shares. However, VNLA has outperformed the market in the last 3 month and 2 week periods, returning +0.8% and -0.3%, while SPY returned -1.6% and -2.5%, respectively. This indicates VNLA has been having a stronger performance recently.
VNLA support price is $48.98 and resistance is $49.02 (based on 1 day standard deviation move). This means that using the most recent 20 day stock volatility and applying a one standard deviation move around the stock's closing price, stastically there is a 67% probability that VNLA shares will trade within this expected range on the day.
