diff --git a/qiskit/advanced/terra/programming_with_pulses/getting_started_with_pulse.ipynb b/qiskit/advanced/terra/programming_with_pulses/getting_started_with_pulse.ipynb index daba0edd1..bd37286bc 100644 --- a/qiskit/advanced/terra/programming_with_pulses/getting_started_with_pulse.ipynb +++ b/qiskit/advanced/terra/programming_with_pulses/getting_started_with_pulse.ipynb @@ -78,7 +78,7 @@ "source": [ "There are multiple ways to build pulses, which you can learn about on later pages. This time, we've simply passed the exact amplitudes of the pulse envelope we want to play as an array. The array above is a Gaussian function evaluated at 64 points, with an amplitude of 1 and a standard deviation of 8. The (zero-indexed) $i^{th}$ sample will play from time `i*dt` up to `(i + 1)*dt`, modulated by the qubit frequency. Think of this like an arbitrary waveform generator (AWG), playing the samples you give to the `SamplePulse`, mixed with a continuous sine wave generator outputting a tone at the qubit frequency.\n", "\n", - "The values above happen to be real, but they can also be complex. The amplitude norm of any pulse signal is arbitrarily limited to 1. Each backend system may also impose further constraints -- for instance, a minimum pulse size of 64.\n", + "The values above happen to be real, but they can also be complex. The amplitude norm of any pulse signal is arbitrarily limited to 1. Each backend system may also impose further constraints -- for instance, a minimum pulse size of 64. Learn more about getting information from the backend [here](gathering_system_information.ipynb).\n", "\n", "### Schedule instructions\n", "\n", @@ -116,7 +116,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -134,7 +134,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The ways in which schedules can be composed is covered in detail on [this page - COMING SOON]().\n", + "The ways in which schedules can be composed is covered in detail on [this page](building_pulse_schedules.ipynb).\n", "\n", "This pulse will drive qubit 0. It is modulated at qubit 0's resonant frequency, so it will drive the $|0\\rangle$ to $|1\\rangle$ transition. It is not calibrated to stop at a particular state, so we won't know what state we've prepared until we look at the results. For our purposes, we don't mind what state we end up in.\n", "\n", @@ -150,8 +150,6 @@ "outputs": [], "source": [ "from qiskit import IBMQ, execute\n", - "from qiskit.providers.aer import PulseSimulator\n", - "from qiskit.providers.aer.pulse import PulseSystemModel\n", "\n", "provider = IBMQ.load_account()\n", "backend = provider.get_backend(open_pulse=True)" @@ -191,7 +189,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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Version Information

Qiskit SoftwareVersion
Qiskit0.15.0
Terra0.13.0.dev0+560ea27
Aer0.4.0
Ignis0.2.0
Aqua0.6.4
IBM Q Provider0.4.6
System information
Python3.7.6 (default, Dec 30 2019, 19:38:28) \n", - "[Clang 11.0.0 (clang-1100.0.33.16)]
OSDarwin
CPUs6
Memory (Gb)32.0
Mon Feb 24 13:52:25 2020 EST
" + "

Version Information

Qiskit SoftwareVersion
Qiskit0.15.0
Terra0.12.0
Aer0.4.0
Ignis0.2.0
Aqua0.6.4
IBM Q Provider0.4.6
System information
Python3.7.6 (default, Dec 30 2019, 19:38:28) \n", + "[Clang 11.0.0 (clang-1100.0.33.16)]
OSDarwin
CPUs6
Memory (Gb)32.0
Tue Mar 03 10:47:19 2020 MST
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